package io.louis.vmq.controller;

import com.sun.istack.internal.NotNull;
import io.louis.vmq.core.*;
import org.springframework.beans.factory.annotation.Autowired;
import org.springframework.web.bind.annotation.RequestMapping;
import org.springframework.web.bind.annotation.RequestParam;
import org.springframework.web.bind.annotation.RestController;

/**
 * @author lv
 * @date 2021/6/26 23:38
 * 测试url：
 * http://127.0.0.1:7070/create-topic?topic=kk.test
 * http://127.0.0.1:7070/subscribe-topic?topic=kk.test&consumerName=lv
 * http://127.0.0.1:7070/send/?message=hello&topic=kk.test
 * http://127.0.0.1:7070/poll?topic=kk.test&name=lv
 */
@RestController
public class VmqController {
    @Autowired
    private KmqBroker kmqBroker;

    @RequestMapping("/create-topic")
    public String createTopic(@RequestParam String topic){
//        kmqBroker.createTopic(topic);
//        System.out.println(kmqBroker);
        return "success";
    }
    @RequestMapping("send")
    public String send(String message, String topic){
//        System.out.println(kmqBroker);
//        Kmq kmq = kmqBroker.findKmq(topic);
//        if (null == kmq) throw new RuntimeException("Topic[" + topic + "] doesn't exist.");
//         kmq.send(new KmqMessage(null,message));
        KmqProducer producer = kmqBroker.createProducer();
        StringBuilder sb = new StringBuilder();
//        sb.append("123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789123456789");
        sb.append("ZlZBU6TJk1i9726xo4tdskEnnx4RnyyckUVjUL/g38K4WZMuSo2bFgX+3c/Kvb80v7Rcpe25UFGvhCjLCRLVUTpqL0H75oULzz5QHz22afRsdM+WeXQLq3bbfLVSt97d9G8LCx7c/7Lm7T/dKTioBFjY98DexYUJBby8YVvvBR//d2PsqbVBVjpt6bbN49OnfeLbbdrGl98/nks+sfc+MfrL+T9RPvd947+Q8+Prt023ZjzfrRCg3x3kaXA8fTR36tyD16+/VXMGOrattC/M3X9jvcJECBAgAABAgQIEGh4AkKyhrcmRkSAAAECBAgQIECgRoGaKncK/Q/+KWCbcOXl8c6iN8q/lY4Y7NrtsDji2FOzoOv2G/8QLzz1QM6xpJAsVYzdfdt18dqLj2fhWMWn8h1Um3pJU1g2b+7TccfkP8eyDxbXqfsUXqU59xlw9kaVVHXqtBYvpzm99/aCmHXHhHj9pSdr7CHduXbSwFHR7dBjanUc5Kefbog3Xnk6nptzb5x65kXRuu3GVWaFDn/xW/Ozu/NWfrSsyivpqMtRl1wWe37pgCq/CckKFdaOAAECBAgQIECAAIH6FBCS1aeuvgkQIECAAAECBAjUg8CmCMneXvhaXH/FT2Pd2jVVRjjiwh/HfgcdkTck69ajV0y+9jcxb+6zOQOSkRf9NAvS6uNJgdKqj5fH04/eHQ/dMzlS6FLbJ4Vkab69TxmRVeulqr3N+ZRVx90/48a84Viqzjtx4Kjo3rN3lSMVCxlzqvya98ozcc/U62PJuwuzV/bqcmCced4Pig7KUtA245a/ZFWNuZ4TB54bvU8ZHttss23285rVK+PeqTdkY9+7a/e8zvmCtHSE6MiLfhLp2EgPAQIECBAgQIAAAQIEaiMgJKuNmncIECBAgAABAgQIbEGBTRGSPf3IXXH7xD9UmUU6cnD02Msj/W++SrLDj+4XC157PiZe9W85w7ZUlTbsgh/GDju23GRaKWh57cUn4+lH79rkxy2mQaZKvD6njIh9uh1WqwqtYiaaQqb5c5+Nh++dkncu9RGOVRxrbYKyeXOfiZuv+VXOtU/h6LDzfxgtd2lT/pmK97OlYxhPGjQ6du24V7VhWaqmm3jVL6tUKaYOU7A5ZOS34tCjTqr2/XSH3b3TbohefYfkrGYrZq20JUCAAAECBAgQIECgcQoIyRrnupoVAQIECBAgQIBAIxaoa0iWjkacPunKSEFZ5eeAQ3rFmWN+ENtss01BIVm+aqKh534nDuvVL2/VUE3LVRaMPfv4vbFo/is5Q5NNvdzpOMMUlh10+HHRrFnzTdp9qoB77on74vHZ0+Kj5R/W2He6c+z4fmdlxyo2bdqs6HGUHat43/QJ5ZVj1XVSTFCWjuucfO1/xILXn6/SXTpmMVUjdtm/R/lvac6T/vrvsXDeS+V/loKuQ47sG31PPTtat+uwUT+52ldscOhRJ8ag4WOj2fZV12btmk/iiQfviAdm3hTp7r0u+/WIYRf8n9ipZaui/bxAgAABAgQIECBAgEDjFhCSNe71NTsCBAgQIECAAIFGKFDXkOzjFUuze6TS/VeVn5MHj8mOyMt31F26kyxVkqWnpnup0lF451z8s2jTrmPBK1F2lOLLzz6chUnvLppX8LubumEKfI45cWgcedxXYscWO9e6+/Xr1saC156Lxx6YWlDQ13mfg6LPqSNij877xheff1H+3Q0b1mV3sH3+xeflf/bhkrfjk5Uflf/76lUflZutWP5BdixloU8hQVlan4fvuSU7sjHX03fAyOg74OzyYxZTmxRapWA213N03yFxyhkXlrfP1386ZvHci38W7dp32qi7FAi++NTsbFyV55xrTIWaaEeAAAECBAgQIECAQOMVEJI13rU1MwIECBAgQIAAga1YoOLRdJtqGmVHKaZAJd1HlirKKj6psue8b/1bdo9YMSFZCjUevHtSzJo2PudQ+5x6dpzwlZEbhSaVG6axvPPmG/HKc4/E3Ocfi+VLl9R52i12bp0FXAf37BPvLnoj7rvjb3mrqar76HZNm0XPo/vHsSedHq3ati96bA/eNSk7+q+hP+kYxJOHjIldO1R/z1dNoWjFYxbTmq5bszpWrVwRU67/r1j89vwq088VotbU//bNd8iq1Lp2O7xKXwvfeCk7+nPN6lVVfstV3dbQ18L4CBAgQIAAAQIECBCofwEhWf0b+wIBAgQIECBAgACBogXqLyS7LJ5/4v548O7JVcbUoVOXGPWNS2PnVm2LCslSR8s+XBw3/vkX8f7iRTkDilGXXFbtvVApFLt1/G9z3m1VNNz/3ivWu/+w2Kfb4RsdUZjCvFSV9uBdN8frLz9Vq2MbU5C4/8FHxYlfOafG+7QqjzsFOLmCydrMrz7eSZVr/YdekN3J1qRJk2o/kY6+nHztb2Le3GfrPIxkedo534l0dGLZk45K/Pv4/465L8zJ2X9NFWGff/5ZpDAyhaG5nlz3pNV5EjogQIAAAQIECBAgQGCrFhCSbdXLZ/AECBAgQIAAAQKNVaC+QrIzz/tB3H/HjTnvkup57CkxaPglkcKLYirJ0hqkAOrxB6fHnZP/nHNJDjmib5x2zrejabPtq/yevpWO4nt2zr21Xs5U6ZW+0avv4Ej3eNUU9KSPrPxoWXYE4BMP3ZGz8ijfQJJRsux++PH5mma/p++lEPGdRW8U1H5zNUpW/YeeH1279cxrlsaUKvwmXHlZpCM/6/oc3LN3FpKV3SuW75jFmu4hKxtLvhDPsYt1XTXvEyBAgAABAgQIEGhcAkKyxrWeZkOAAAECBAgQINBIBOorJEv3XM289eqcVVsV7xkrNiTLFwSlUGnkRT+J/bofmXOF3n/3zeyetBXL3i9qBVPIk45U7Nbj6Gi+w05FvZsar1+/Nl5+5uF49L7bijqK8bBeJ2eBYq7QL9cgUpXTzClXx5zZ04oeY3280GbXjnHK6RfGvgf2jO22a1rwJ9K9X9NvHhdpf9blablLm6xqseOe+5R3s+C15+Pma36VM7RM95Cl/ZOOZ8z3vPWPV7Mgz7GL+aT8ToAAAQIECBAgQICAkMweIECAAAECBAgQINAABeorJNtt987x+ktPVpnxTi1bxZhvXh4dO/1PaFGbkCy9V9O4u3Y7LIZd8MPYYceWVb6fr4qo4gvFVo0VsrwpxFo0f248PGtKTp+KfaTA5tyLfxbt2ncqpOvyNi8/+0gWAm3JJ4WKJw4aVXQ4VnHMLz79YHbkYl2efkPOi+P6nVVevZaO6Zx41S9j6fvvVOm22PvE8u2lLvv1iGEX/J9Ie95DgAABAgQIECBAgEBpCwjJSnv9zZ4AAQIECBAgQKCBCtRHSFbTVA84pFecOeYHsX3zHbJmtQ3JVn28PCb99d9j4byXcn4uhWTpmL1cT753071Zx550enTZ/9DyI/py9VOTXas2u8XosZfHrh32zDmGFLCsWLokqyx7+rG749MN6zdql+serUK3UDqicPy4S6utlmuxc+to1XrXaNehU7Rq0z5at20fO7duFy13bhMtWraKVStXZF5L6nwAACAASURBVMdDPv3IXUXfp1YWjqWAaM4Dt8fOrdrFoUedVNARi5Xnl+6fGz/uspyBViEWlUOqdBTl5Ot+E+netspP8h4y8ltFjzXfsYsnDjw3ep8yPLbZZttChqwNAQIECBAgQIAAAQKNVEBI1kgX1rQIECBAgAABAgS2boHNHZKdPHhMFhqUPbUNydL7NVUa7d21ewz/6j9HCoRyPS8/+3Dcct1/lodAKdzpeUz/7O6v6t6p3E9dQrKKfa1e9XE8M+eeeHz2tPho+YfZT0ceNyAGnPX1oo4oLOtz3do1cfuNv48UBqbAb/e9umYhWJt2HWL75jtWG9ikcaRw7MG7J1cJ7fLt8k577x8pEOqyf49Yu2Z1zLz1qnju8fuye+dOHjImjj7htKKDorocuZhC2BEX/ji6djs8G3pynXLDf+YMyNLv6Q6xdERo2o+ff/ZZ9s7atZ9kd6OlZ80nKyNVoaVnxbIl8eF7b2f346UgL9dxi2VeqTpt1CWXxZ5fOiAfod8JECBAgAABAgQIEGjEAkKyRry4pkaAAAECBAgQIND4BN545em48c+/qLaSKIUi6a6nHVvsvNHkU0Az5Yb/ildfmFMFJQUX533r3yK9W/bUJSRLVTw3X/3rWPD68xt9K91HdsKAc7JwqEmTJjkXZ+2aT+LOW/6SVVH1OPKEaN2uQ9HVTpsqJCu32LA+5s99Jp574r7oP/SCaNOu42bZWOm+tCcfmhGPzLo1C9aKeSpbpyDptgn/N95+8/XyblJQlgKo2lRUvfTMQzF75s3ReZ8DY4/O+0Xrth2i7W67Z3e0PfHQnXHv1OtzDvfovkPilDMujCZNtom3F76WhYZlIVcx89sUbbsd0itOH/29Wt1ltym+rw8CBAgQIECAAAECBLa8gJBsy6+BERAgQIAAAQIECBAoSCDdmzVzytUxZ/a0attXF5Itfnt+3PDHS+OTlSuqvJuOvxvxtR9tdFdYXUKy9IGK1WSp/5MGj85CuOrCsYIACmy0qUOyAj+7yZqlcCxVez0wY2JR4VjZXW3H9z8rC/KSdaqqSnfQ3T7xD9X21efUs7OwbLvtmtZ5Dm/949WYcOVlOau40n1351z8s9ildbss5J0+6crs6Mgt+Qw99ztxWK9+m2Vfbsl5+jYBAgQIECBAgAABArkFhGR2BgECBAgQIECAAIGtRKCQu6CqC8kevGtS3Dvthpwz7d1/WJw0eMxGQUFdQ7JUTXbv1Buie8/ekY5Y3BzhWNnkttaQLIVjzz9xfzx4183lxzsWsjXTMZTHnDg0Dv3yiVWOpFy/bm227nMemFpjV5siKEsB7ORr/6NKBWH6cKpaO+v8f4qDDjuufByb+0jRXABtd9sjzr34Z9GufadCqLUhQIAAAQIECBAgQKCRCQjJGtmCmg4BAgQIECBAgEDjFXjiwTuy6puanlwhWXXHH5aFF+moxb337b5Rt7UJyVKl24N3TY62u3aMboceU1Bl0j23XxcP3XPLVr1ox/c7K/qddn6t51DbyrG01ing3Kfb4dG0abNqv5+CsumTxmXVaTU9dQnK0to/MOOmrPot13NYr5Nj0PBLsuMYy56aqhtrjVmLF8uOgNxmm21r8bZXCBAgQIAAAQIECBDYmgWEZFvz6hk7AQIECBAgQIBAyQjUFHRVRMgVkr339oKY8KfL4+MVS6t47fmlA7Ij8HZqsctGv9UmJFvyzsK4YdzPY+VHy6LNrh3jK2d+PboeeHjUFD6Ucki2etXH8eTDd8aj992W83jCXJu77EjFXn0HR/vd9y64Qi+tyeTrfhML33ipxr8ztQ3K5s19Jm6+5leR7r6r/FRXrZXun7v5ml/H/Fefrde/x6mKLd1tt2LZ+/HphvVVvpXu5Bt50U+jy/496nUcOidAgAABAgQIECBAoOEJCMka3poYEQECBAgQIECAAIEqAhXv+KqJJ4Vkp5z+1ezYvhR4pPuf0pMqfRbNnxuP3X9bvP7yU9mdUOnJddRi+vNiQ7LU/923XZsFPhWfNJ4TB46KfQ44NGegU2ohWbojbMXSJZnT04/dnTO0ybW+KRBLRyp263F0NN9hp1r9DXl/8aKYeNUvY+n779T4frFBWU39poDqtHO+E4cedWKVbyaLWdNuiAfvnlzUfFKf6XjEVD3XdPvmWcCYguBcz1e/++usSjLtz7tuvSYey3HsZAoeTxn61fhy74EFh45FDVhjAgQIECBAgAABAgQarICQrMEujYERIECAAAECBAgQ+B+BVEU2+drfxLy5+Stu0n/w3267ppGqdHbruFcMO/+H0X6PvTeiXPXx8njuifviyYfujNNHfa/KUYupcbEh2Vv/eDUmXHlZtRVRKSQZNGJsNGvWfKOxlEpIlgKhRQteiUdn/X2jkLKmPV7bqrGKfabvrlu7Oj7/7LMsGH360bvjvjsm5P2r1XfAyOg74OwaqwBTJ+kox9tv/H2kEDfXk+uYxYrtUmXb9Vf8tDy0zTewQ47oG6ed8+2Njm2saQ+VhWSp31x7tNshveLUM76WVZp5CBAgQIAAAQIECBAoPQEhWemtuRkTIECAAAECBAhsZQIvP/tw3HLdfxYcJFScXoudW8eZY74fXfavWsmVQpMmTZrkDEKKCcnyBSWp8ues8/8pDjrsuCryjT0kS8YvPfNQPHzPlFjy7sKCdt7ue3WNo3oPytas4l1jq1auiJUfL8v6+OLzzyNVcKUwND2rV30U7y6al/3/zz77LD5Y8lbBVWrVDSpfUJbvHrLqjlms+L10BOhtf/tddnRk564HRcdOXbL9mCre3l74WpWh1SUk+/TTDTH95nHxzGP3ZMeBDhx2cXTt1lP1WEG7UiMCBAgQIECAAAECjVNASNY419WsCBAgQIAAAQIEGolAMVVk1U15hx1bxMBh34iDj+hTcCBQaEiWKpWenXNP3Pa331crnqp1Th/9vZzHBDb2kCwFSTOnXB1zZk/bKndkdUFZWvfnHp8VUydekTO8LTtmsceXT4i1a1bFsg/fi+UfvheL35ofb7/5ehb+nTH6+7Fji52ruHzw3lsxftyl2R1ilZ9UkTjk7G9FqrIrewqtJEvt//HGi/HOm69nRytWrmrcKhfIoAkQIECAAAECBAgQqJOAkKxOfF4mQIAAAQIECBAgUL8CqeolVdrU9UmhxclDxsTRJ5yW9wi99K1CQ7J8xyymgG7kRT/NeaRj+k5jD8nSHDfVGtZ1D9Tm/bRv+pw6InqfMrx836SALN15N/WmK6qtVksh1s67tI1lHy7O+dkDDukVZ475QWzffIcqv9cUkh3f76zod9r5G71TTEhWGwPvECBAgAABAgQIECDQeAWEZI13bc2MAAECBAgQIEBgKxdIAcONf/5FdqxexScdobhh/dpYt3ZN0TPs1XdInDx4TDTbfuO7wSp3VEhItu+BPWPydb+JdK9UdU/v/sPixEGjCgrmip5MNS/UFEq1arNbjB57eezaYc9N9bm8/Sx+e37c8MdL45OVK/K2bYgNKges6QjJ6ZOujKcfuavWw811bGJZZ2/OfyWu+/2/5KxQE5LVmtyLBAgQIECAAAECBAjkEBCS2RYECBAgQIAAAQIEGqBAOqbvrluviccemFpldMf3HxYvPjU753F0qYJnu+2alt9VlWtqB/fsHQOHXxI77tSy2pnnC8lOOf3CeO/tBfH8k/dX28deXQ6MERf+KFru0maTCad7ql5+9pE44SvnVBv01SYkS94P3jUpC/N6nTBkkx7Fl+4Nu/maX8f8V5/dZA6bu6MUiJ4x+nuxU8tW2afrWh3X89hTYtDwSyIFcJWf1196Mib86fKcUxx67nfj8KP7bfSbSrLNvRt8jwABAgQIECBAgEDjERCSNZ61NBMCBAgQIECAAIFGJDBv7jNx8zW/qlIt1qFTl+h/2vnZXVC57mzqtPf+ccrpX80CtnT3U+UnhRLHnnR69BkwMrsXqronX0iWjzodszjiwh9Hl/175Gta0O/piL8Frz0XU274baz6eHmku6kGDR+bMygrNiSrfL9Wm107xsBhF0fXbj0LvsOtpkk0tHvJ0h5o177TRuv/yaqPYvnSJTmnkY5GPG3kt8oDstSortVxuSrCyj6eguEZt/wl51hGfePS2K/7kRv9JiQr6K+QRgQIECBAgAABAgQI5BAQktkWBAgQIECAAAECBBqgQHVBwTEnDo3Dep0cf/vTv1YbkqUgYd26NTHl+v+KRQteKZ9dqjIbcOZF0fOY/nU6/vDN+S9nfecK6co+1nfAyOg74Ow6faesr7IQa9rN4za6A6vHkSfEoBGXxPbNd9xoBYsNyRa89nwWSK5ZvWqjfrod0itOPeNr0bpdhzrvkFT9lr5R7NO6bfvYqcUu2WtNt28enTrvF6tWrohn59ybs6tdWreL4V/9UbTddffs9ybbNInmO7TIG/atX7c27p12Q8ypVLmY9tpXzvp6FeO6VsdVF5LVdJRjCvfO/87/G533OXCjuQvJit1V2hMgQIAAAQIECBAgUCYgJLMXCBAgQIAAAQIECDRAgVyVOts33yFGj/3XSFVa48ddWmNItmOLneOj5R/GlBv+M7szLN3Fdcbo70fnrgflDUyq40hhVTrm8Y7Jf6oSKFV8p6Yqr2KpN2xYH7NnTIxHZv095x1VuY6OLCYkS/e9Tbzql7H0/XdyDi1Zp6MlDzmyb3aMZW2fD957KwvJmjbdPnZquUt07LRPNG22fXTY40uxbdOm0XLnNtHif48y3H6HHXMeQ1j27bSef/3dj3IOJd+da2kNU8CWqvGOPnHoRtVkn366IQvJZk0bn1kfd/KZccLAc3NWHKZ+Zk27IR68e3KVcaQ781q13jV236tr7NyqXTbHZtvvEG132z2bV03z+3jF0uyoxXSUZ+WnTbuOMXrsZdF2tz02+qmYkCzdd/bGy0/GUX0Gb9JjQGu7L7xHgAABAgQIECBAgMCWFRCSbVl/XydAgAABAgQIECCQU2Dd2jUx5Yb/ildfmFP++z4HHJbd8bXyo2UFhWTpxdQ2VQgde9IZsVvHvWqtnS+sKut47327x7Dzf7hJAog09lQ9VtEg1wRSgJXut2q+w07Zz4WGZOmIwcnX/iZSJVm+p/M+B2VVZSn4adKkSb7mBf9edozk/Fefiz6njqhSsZWro9qGZJWPlUxzGnz2NzfaF1kQ+vTsWLH0/TjmpNNrDAbTkaD3TZ8Qnbt2z8LXjp26RArIct0zVihImtv1V/w0ZyBatv/L1rmsz2JCsjK7VFV5yBF9o1ffwdF+97036ZoWOlftCBAgQIAAAQIECBDY8gJCsi2/BkZAgAABAgQIECBAIKdA5SMXh5773Tj86H6RqpIKqSTbVKxLP3g3pk38Yyx4veYwKVX4jLzoJ3UK49KYU1Dz9sLX4vYbfx+p0qumJ4UyZ475fnTZ/9DyoKPQkCz1++6ieTFjylWRjpDM96TwJx132WfA2dGsWfN8zfP+XrkyL9fdX7k6qU1Ilr71/BP3x9SbrtjoyMpUKTdw2Dfi4CP6bPGgKN3ddvdt18aj992W065Xn8Fx6plfq3KEZzEhWa69kUKydATpoUedVB605l08DQgQIECAAAECBAgQaBQCQrJGsYwmQYAAAQIECBAg0BgFUlCUqmpSVdkee+0b51z8s6xCa3OFZOn4vRQqzLz16o2ClVzWKaw667x/ii7796jTUqRvPj57esyaPj7vN1MolwKyTnvvv9E3iwnJ0ovr16+NR2fdFrNn3pSzgqnyhNrs2jEGDrs4unbrWetgqfLRhmXf2KvLgXHmeT+IdBdZdU+xIVkKyF565qGYfvO4ao/JPPK4AXHS4DGx404t67R+dXl52YeLY/y4y6o9+rIsJK78jbqGZKm/dJdbOsq0LtWWdZm7dwkQIECAAAECBAgQ2DICQrIt4+6rBAgQIECAAAECBPIKpOMAb/zzL+Ktf7waJw0eHb37D89CmfoOycoquVJVTyEVVpsqIFv+4Xtxxy1/jtdfejKvTafO+8UZY74f7dp3qtK22JAsdVBM9Vpqn6rKjjj21KyqrOwusbyD/t8G6RjJO2/5S7z87MM5X0lBzemjvhd7dN435+/FhmRvvPJ03HLdf9R4j1z6UDIdNGJsdqTkpnpSwLt+3ZpY+v67sWrl8qwycMWyJbHknTej/R6dY/CIb2Z3s6UqsvvvnJgFlbmenVq2ijHfvDy7y63yU0xIVl3b6u4721QO+iFAgAABAgQIECBAoGEKCMka5roYFQECBAgQIECAAIEsOJg55ep4Y+4zMXrsZZH+Q3566iskS0FRqua5++9/jbkV7kKraSlatdktq3xK91vV9knzTEcB3jP1+lj18fK83Rzcs3cMHH5JtVVPtQnJyj66+pOVMWvaDfHkwzPyjiM1KKaqrJggrqbgsdiQrJjqvHT8Yrp7rceXT6hyrGFFkA3r10X2z4Z1seyDxbF2zSex5N03Y9XHy7IjLFPAu3zpkhoN051gp53z7SwkS/fC3XzNr6oN8qq7jyx9oNCQrOzv05zZ06qMK1UjjvrGpbFji50LWneNCBAgQIAAAQIECBBoHAJCssaxjmZBgAABAgQIECDQSAVefvaReO+df8QJXxlZHlps6pAshTcfLF4U9915Y7z24uMFHTmYuFPl0dBR/0+djqhL1WPpOMdCQrlUvXXsSadHnwEjo2nTZtWueF1CstRp8nj1xcdj2k1/LCi0K6sqO2HgudUGdxs2rI/H7rstHph5U95jJNMYajp2sdiQrGxOqSrwtr/9Lgu18j1H9RkUJw8eE9s337FK05pCqXz9Vvy9LCRLYdrEq35Z7TGL6Z1Bwy+JL/cemLP7QkOydKzmbRN+lx09WfnpfvjxMXTUdzfJXXPFGGhLgAABAgQIECBAgMCWFRCSbVl/XydAgAABAgQIECBQo8DS99/JwrHW7TqUt9tUIVmqrHlz3ssxe+bNseD154taiQMO6RWDR4zN7kirzVPMfWep/1ThNHDYN+LgI/rkvQesriFZ2XxWLHs/pk+6sqDjH9M7FY/ELOsjBW6psioFgYUcXZneO/SoE+PUMy6qNnCrTUhWNp58Rz1WXMvqQtBZ0ydUeyxiMXshhWRHn3Ba3DHpynj7zderfTXdPVexkrJyw0JDso9XLI0Jf7o83nt7QZVvHXvSGdF/6AV591Yx89OWAAECBAgQIECAAIGGLyAka/hrZIQECBAgQIAAAQIENhKoS0iWQpt0pOHzT94fj8+eFh8t/7Ao3VQ11XfA2XHMSWfUWM1VU6dpDM89PiumTryioKq1fHd0Vf7WYw9MjRm3/CXnENLxkKPHXh67dtizoHkXelTh3vt2j2Hn/3Cj0DBVLs25f2rB1WOFVsqlowmv+8NPaj2/NKc5D0yNWdPG5/VPxz6eNvLbsV/3I8sDpJpCyIJQ/7fR9s13yP5furespqffkPPiuH5nVRtg1RSSHd9/WJzwlXOy7p96eEZ2F1yuJ82x57GnFDN8bQkQIECAAAECBAgQaAQCQrJGsIimQIAAAQIECBAgUFoCtQnJ1qxeGa+9+GQ8/ehdBVc0VVZN928NPfe72f1jTZo0qRN6qmJ7YMZN8cCMiTX2U0zFWgrfFi2Ymx0pmCrwcj3FhmSpj3x3iaVKp5EX/aT82Mk0t3mvPBN3TvlLQUcbpm+UVcqlMOqLLz7PjjlMFYQVn9RvOipx5t+vqba6rdD5pTmlKsJbx/82UsVcTU8K71KVXK++Q2K77ZrG80/cF1Nu+G2d1r/Ql9OxkyMu/FGNFYt1Pf4xze/87/y/0XmfAwsdlnYECBAgQIAAAQIECDQSASFZI1lI0yBAgAABAgQIECgdgWJDssdnT487Jv+p1kBld271GXB2tGjZqtb9VH5x/bq1MX3SuHju8fuq9Fk5mEkNUkg0c8rVMWf2tFqPodAQKdcHVq1cEXff9teNxpvGedo538mOSCx7Xnjqgfj7+P+bt0qrrH061nDQiLGx+15dI91Bd/M1v9ps80v3gd3+t9/nPW4zVZSNuPDHWZBU03GPtR54jhdTcJi+2WX/HjV2W9fjHzt06hKjvnFp7Nyq7aYcvr4IECBAgAABAgQIENgKBIRkW8EiGSIBAgQIECBAgACBigLFhmSpimzytb+JeXOfLRoyVY2desbXsgCnrtVjuT6e7siafN1vsuCl7ElB1hmjvx+du1atWHvjlafjxj//ouAAqvI327TrmN1vlaq/avOkoO75J+7P7hhbs3pV9B0wMjt+smLVV6rSenbOPTHtpnF5x3nkcQPipMFjyu8fe3/xohg/7udFH4NZ0a6Y4yTTe+vWro57p90QKUzN9aT1OPO8H2QVhOl5c/4rcd3v/6XGuW3XtFns2n7PaL7jTpFCwKbNmkez7ZvHw/dOyY77LOTJZZvrvboGi+mYxUHDL4kUeHoIECBAgAABAgQIECgtASFZaa232RIgQIAAAQIECDQCgWJDsjTleXOfySqU8t3/VMazS+t2ceLAUXHwEX2yI/bq81n81vyY8KfLIwVmBx12XHzlrK9Xe7zexyuWZm3fe3tBrYa0zwGHZcf3Nd9hp1q9X/bSu4vmxXNP3BcnDjw3Z1/5jpNMlVnprq0eXz5ho4AtBZp/+9MvYtGCV2o1vtpWRaXxPv3o3TFjylXx6Yb15d9OYeLZF/442u+xd/mfpf03+br/iGbNmscenfeNdAxnu/adonXb9tmxkbmOiix7Od2ndsv1/5k3KEuVeYOGj82CtXzPsg8Xx/hxl1V7xGZN76dg7JyLfxb7Htgz32f8ToAAAQIECBAgQIBAIxQQkjXCRTUlAgQIECBAgACBxi1Qm5Ds0083xIxb/hJPPjyjRpwU3qQKnhRSpBBkczyp8ipVZ23YsC4O63VyjaHcZ599GtMnXRlPP3JXrYaW7tbq3X94vVTFVR5QdcdJdtmvRwwe+c1ou+vuVeZQ1/kdckTfOO2cb0fTZtsX7VP5nrLdOu6VBYq7dtir6L5qeiFfUNbjyBNi0IhLsrCtkCcFfA/eNSnuu+NvhTTfqE3ab6mKrDZeRX/MCwQIECBAgAABAgQINDgBIVmDWxIDIkCAAAECBAgQIFCzQG1CstRjxYqtyl9ov/vecXy/s6LbocdE06bNGvQSpIDs9ol/KHqMqSrq3It/llU9ba6n4nGS6QjCdHTl4Uf3qzEITIFPOv6w2CdVcY286Kex977di311o/bpnrKH7p4cx/cfllWH1cdTXVDWq++QOHnwmIIqyCqOKwWSd97yl3jmsbsLHm4KyFLVYqFhXMEda0iAAAECBAgQIECAwFYjICTbapbKQAkQIECAAAECBAj8j0BtQ7JUcXPXrdfEYw9MzfpJR83td9ARcfQJQ2OvfbptdOxfQ7Z+e+Frcf0VPy346Mg0l1Qhd9Z5/xRd9u+x2aeW7hl77P7bo3cKndp1yPv92tyxleZ32shvx37dj9wsVXJ5J1FAgxSUpSNA091uKUAccOZF0fOY/rXeh6kS7h+vvxCPPzg9Fr7xYtZv5SeFfunIzS/3HhgpGK6Pe/YKmLomBAgQIECAAAECBAg0EAEhWQNZCMMgQIAAAQIECBAgUKhAbUOy1H+qJpt1x4ToftjxccAhR9X5bq5Cx7wp2xVzL1m6S6v7YcdFz2NPjRYtW23KYdRbX2/OfyWu+/2/RDp6MdeTAqVd2+8Z2267bbTr0Cm6HXJ0fGm/Q7a6tUyh1vxXn41n59ybVY8VEiDWG7qOCRAgQIAAAQIECBAoSQEhWUkuu0kTIECAAAECBAg0ZIH777wxXnvxiYY8xC0+ts8//zwivsg5jiZNtlEhtMVXaOsbwP4HfzlO+Mo5W9/AjZgAAQIECBAgQIAAgVoLCMlqTedFAgQIECBAgAABAvUjkEKy9I+HAIHNJ5ACMiHZ5vP2JQIECBAgQIAAAQINQUBI1hBWwRgIECBAgAABAgQIVBAQktkOBDa/gJBs85v7IgECBAgQIECAAIEtLSAk29Ir4PsECBAgQIAAAQIEKgm8+9Y8JgQIbAGB3ffsugW+6pMECBAgQIAAAQIECGwpASHZlpL3XQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgS0mICTbYvQ+TIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgsKUEhGRbSt53CRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEtpiAkGyL0fswAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIDAlhIQkm0ped8lQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBDYYgJCsi1G78MECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQJbSkBItqXkfZcAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQGCLCQjJthi9DxMgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECGwpASHZlpL3XQIECBAgQIAAAQIECBAgQIAAAQIECJSwwLq1a+KzTzfkFGiyTZNovkOLaNKkSQkLmToBAvUtICSrb2H9EyBAgAABAgQIECBAgAABAgQIECDQIAS++OKL+GDxonj5uUfilecfjSXvLMzG1X6PvaP7YcdFz2NPjRYtWxU81tTfkncXxnOPz4rXX34qPlzydvZu67bto1uPo+Oo3oOidbsOBfeXGq5d80n84/UX4rkn7ouFb7wYa1avih12bBF773tw1t+X9jukqODo0083xItPzY4H754cbdp1iGEX/DCa77BTUWPK1TjNfcXSJdk4X3vpiczys88+jRY7t479DjoiG2uHTl1yjjW9+/wT98fUm66ITzesr/VYtmvaLAaedXH0PPaUWvfhRQIESltASFba62/2BAgQIECAAAECBAgQIECAAAECBBq9QAplFs57Ke6bPiHenP9ytfNt1Wa3OPO8H0TnfQ6q0ST19+6ieTHzihSkfwAAIABJREFU1qtr7C+FWyMu/HF02b9HXuPVqz6OJx66IwuzagqOevUdEicPHhPNtm+et8+lH7wb0yb+MRa8/nzW9pgTh0b/oRfENttsm/fdmhos//C9bO5zX5hTbbNtt90uhoz8Vhx61ElVgrI1q1fG3/70i1i04JU6jSP5jrzop7H3vt3r1I+XCRAoXQEhWemuvZkTIECAAAECBAgQIECAAAECBAgQaPQCK5a9HzNu+UuNgU5FhL27do/hX/3nrCIq17Nhw/qYPWNiPDLr71nlVL5nt457xTkX/yzatOuYs+nnn3+WVVXdM/X6WPXx8nzdZb8PPfe7cfjR/aptm6rHHp89PWZNH18euG3ffIcYPfZfY68u3Qr6Rq5GaaxPP3p3zJhyVUEVYCnEGnXJZbHnlw7YqLs0vicfnhEvP/NwfJ7D8JNVH8XypUtqHGfqe9CIsdH98OOLqqyr9eS9SIBAoxQQkjXKZTUpAgQIECBAgAABAgQIECBAgAABAqUtkKq9Xnx6dsy89Zry8CkFX6ma6pAj+kTLXdrGF198Hu+8+UYWor395uvlYF/97q9zVietW7s6pt98ZTz/5P1Z23TcX68+g6PnMf2zYxWbNNkm+9aj9/095jwwrTxEG3DW1+PovkOqLMjKj5bFnbf8JV5+9uHy3/brfmQce9IZ0anzftG02faRqq4en31HzJ55U3l/hxzRN04759vZ7xWfmircDjz0mDhj9PcLqkDLtXNSsDV75s3ZONKTKsUOObJvNv/ddu+c/Xsa63OP35cFfmXVcOn3U8/8Wp2q11Z/sjJm3npV1nd6UsVfmkvnrgcJyEr7r7nZE6izgJCszoQ6IECAAAECBAgQIECAAAECBAgQIECgoQm88crTceOff5EFSynM6nvq2fHl3gNz3se1+K35MeFPl0cKrdKTKyRbv25tTJ80rjyo6bJfjxg88pvRdtfdq0w9BUrTbx4Xzzx2T/ZbrlAr9Xfr+N/GK889mrVJRzymoxA77b1/leAnVXDddes18dgDU6vtL1+VV3VBXSHrlvp+YMZN8cCMiVnzVB132jnfyTnWFNQ9ePekmDVtfNY2zWfUNy6NHVvsXMinqrRJa/L3Cf8d8+Y++z/9dd4vzhjz/WjXvlOt+vMSAQIEKgoIyewHAgQIECBAgAABAgQIECBAgAABAgQancCrL8yJKTf8V+xzwOFxytALskqv6p5lHy6O8eMui6XvvxO7dtgzOyKwddv25c0rh0QH9+wdA4dfEjvu1LLaPl9+9pG4+Zpf/U+wkyMoWrvmk7h1/H/H4rfmxYkDR8XBR/SJ7bZrmrO/ysFTupOs9ynDN2q75J2FccO4n2dBXzqK8Lh+Z8Xc5x+Ltxe+FumoxfO+9W/ZOIp90refe3xWTJ14RRY47tXlwOzetoo+lftM37z+ip/GurVrsqqv0WMvz1yLfT5a/mFMueE/Y+EbL2WvFuJe7De0J0CgtAWEZKW9/mZPgAABAgQIECBAgAABAgQIECBAoOQFnnjwjpg+6crMIVWbDTjzouz4wPRUDon23rd7DDv/h9FylzY1uqVg56+/+1HWZlNUU6WquHcWvZEFYGO+9YvYY699N/p+usMrhXKt2rTPQsGVHy+P8eN+ngVVqeptxNd+FDvsWH2oV91kFrz2fNbvmtWrou1ue8TIi36SVZLV9Hzw3lsxftylke6Dq21IlsK+ydf9pjwgO/SoE2PQ8LG1Pi6y5Dc5AAIEcgoIyWwMAgQIECBAgAABAgQIECBAgAABAgRKVuD9xYti4lW/zKrIUgCVqsj2/NIB5R7vv/tmdhRjCnwKDYnSyxVDsn0OOCxGXPijnEc95oOvXMV25HEDIh2dWF3VWeovvXP3bdfGo/fdlnV/0uDR0bv/8KLv70pB1c3X/DoWLXglsxlx4Y+jy/498g05KoZkuSrz8nXwycoVcfvEKyJVA6ZHQJZPzO8ECNRWQEhWWznvESBAgAABAgQIECBAgAABAgQIECCwVQtUrlbq3X9YnDhoVGyzzbbZvNLdYjNu+Us8+fCM7N+HnvudOKxXv4LCpqcfuStun/iH7L2ex54Sg4ZfUl6dViha5Sq2VJWV7vfabffONXaR5lVWeZYq3saM/ddov8fehX42a5e+/fA9t8Q9U6/P/r2yTU2dpeqz6/7wk6xJsQFh5bvfDjikV5w28luxU8tWRY1fYwIECBQiICQrREkbAgQIECBAgAABAgQIECBAgAABAgQalUCqILttwv+Nt998PZtXrmMUFy2YW6sjC1Ml18wpV8ec2dOyvlPl19F9hxTllwK6OQ9MjVnTxmd3gaXjH4eM/FYcetRJeUO6F59+MCZf+5vse4cf3S8GjRhbY+VZroFVvKctVdCNHntZtGnXsaA5PPbA1CxcTE+vPoPj1DO/Vh481tRB5aq5Qo+2LGhQGhEgQCCHgJDMtiBAgAABAgQIECBAgAABAgQIECBAoGQEUvj0zGP3xMxbr45PN6zP5t2p835xxpjvR7v2ncodKh9ZmCrB0n1lhTyfrPooq+R66x+vxvbNd4jzvvVv2b1khT5LP3g3pk38Yyx4/fnslRSQnTxkTBx9wml5w6ZUiXXr+N/GK889mr13zsU/i30P7Fnop8vbVbyn7ZgTh0b/oRfk/XZ6ecP6dXH7jX+IF556IOsrHdF40GHH5v1+5aq5Yo62zNu5BgQIEKhGQEhmaxAgQIAAAQIECBAgQIAAAQIECBAg0OgFUggz/9Xn4r47JsTbC18rn286zm/wiLGRjiWs+NSlkirdR3b9FT/NKsCKOW5w1coVMef+2+PR+28vD/DSXWADh30jDj6iT94KsjT+2la/VZz7mtUr4+arf52FdCnkGz32X2OvLt0K2iO1vY8sBYoTrrws1qxeVVTVXEGD0ogAAQJCMnuAAAECBAgQIECAAAECBAgQIECAAIFSFFj+4XtZ5djcF+aUT3+7ps3ipEGj46g+g3IeRVjxyMJi7hSrTQVaqm578anZ2f1fqz5eXj7GzvscFIPP/mbs1nGvgpat8h1qxVS/VfxAxaCtmJAv9VGbCrTKd8P1HTAy+g44u6DKtYJgNCJAgICQzB4gQIAAAQIECBAgQIAAAQIECBAgQKCUBFJl1kN3TYonH5lZXpmV5t/tkF5x6hlfi9btOuTkSBVg0yddGU8/clf2+9Bzv5vd7VXIkwKfdNTiO4veiHx3eaXqtnlzn467b7sulry7sLz7Fju3jn5Dzsuqx7bbrmkhn83a1KX6reJHHrxrUtw77Ybsj3r3HxYnDR5TUBVbxaMeC61AS6HifdMnxIN3T86+d3DP3nHaOd+JZts3L3jeGhIgQKC2Ao5brK2c9wgQIECAAAECBAgQIECAAAECBAgQaJACKXx69cXHY9pNf9yoMqvLfj2i32nnx+57da0x9Pl4xdKY8KfL4723F8ROLVvFmG9eHh077VPQXAutpEoB3t23/TWee/y+8n7T0YrHnnRG9DphSDRrVnxIVOi3a5rIurVrYsoN/xWv/m/V3ahvXBr7dT+yoLm/8crTWUCYQsYDDz0mzhj9/bxhV5r/7Tf+PnvHPWQFMWtEgMAmFBCSbUJMXREgQIAAAQIECBAgQIAAAQIECBAgsGUFVn+yMmbeetVG4VObXTvGwGEXR9duPQuqiEp3lqU7xVJg1Gnv/SMFRTu22DnvxNJRiZP++u+xcN5LkQKvUZdcFnt+6YCN3ksB3usvPRm3T/xDeYC37bbbxRHHnhp9BpwdLVq2yvudXA3qco9Yxf6WL12S3Q2W7hZr1Wa3GD328ti1w555x7Rh/bq4/cY/xAtPPZDdKXbW+f8UBx12XI3vvb94UUy86pex9P13Mq8RF/44uuzfI++3NCBAgMCmEhCSbSpJ/RAgQIAAAQIECBAgQIAAAQIECBAgsEUFPlr+YUy54T9j4RsvZeNI946lYxXTUYnFHFv4/BP3xZQbfpv1ccgRfeO0c74dTZttX+PcUvj17Jx74ra//T5rd+RxA2LAWV/f6LtlbabdNC6rnEpPqm4bPPKb0XbX3etkV7GK64BDesWZY34Q6cjDYp83578S1/3+X7LxFRMQzpv7TNx8za+yYLFrt8Ni2AU/jB12bFnt59eu+ST+Pv6/y++JG3rud+KwXv0KCjGLnZP2BAgQqE5ASGZvECBAgAABAgQIECBAgAABAgQIECCw1Quku8AmX/eb8oCsU+f9Yuio/yd267hX0XOreCdXOv6w/9AL8oY3Hy55O/72519kVVEtd2mTVZ913PP/P6IxBWTPPT4rpk68IgugUrXVSYNHR6++Q4oK8HJNJt3rdfdt18aj992W/ZzCuaP7Dil63umFl599JAu70tP98ONj6Kjv5j368ZOVK2Lytf8RC15/PpvXyIt+UuMRjWm8D8y4KR6YMTH7zqFHnRiDho/NezRjrSbkJQIECNQgICSzPQgQIECAAAECBAgQIECAAAECBAgQ2KoFKocue+/bPYad/8MsrKrNc8/t18VD99ySvVpISLZ+3dqYPmlc+RGP/YacF8f1O2ujYK3i0YIpSBoy8ltx6FEn5Q3fChn/J6s+yu4Ce+sfrxZ9h1rl/p95LFXD/S7740JCssr2uSroKn9jwWvPZ0HcmtWroq5rVYiPNgQIEKhOQEhmbxAgQIAAAQIECBAgQIAAAQIECBAgsFULpHAo3aOVQpe2u+2RVTLVpoKsDKFiSJYvKPr00w0xe+bNMXvmTdnr3Q7pFaeP/l4032GnctPUZsYtf4knH56R/VnfASOj74CzY5tttt0k7ovfnh83/PHSSBVd6Q60cy7+WezUYpda9V0xJNtjr31j1CWXZsFbrqfy8ZEdO+2TfXuX1u2q/fayDxdngV4KDdM9ZCMv+mkWlHkIECCwJQSEZFtC3TcJECBAgAABAgQIECBAgAABAgQIENgkAimAmn7zuEjhTnq+MuziOKr3oDpVaD39yF1x+8Q/ZP3lOjqxbODr1q6Oe6fdEI/Pnp79UXUB3aIFc2P8uJ9n93UVEiQVC1Mx2Op57CkxaPgl2bGHtXlSldd1f/hJ9mpNRycm9zkPTI1Z08Znx0emwGvEhT+OLvv3qPazlSvuNsVa1WaO3iFAgECZgJDMXiBAgAABAgQIECBAgAABAgQIECBAYKsVWPLOwrhh3M8j3UnWoVOXGPHVf44m22wT6c/fe+cf8c6br8fqVR/HiuUfxKqPl2fzTGFW7/7D4uAj+uS8D2zhGy/F9Vf8NAt/0pPuN0v3fO3Red+s+mvN6pUxb+6zMWv6+Fj2weLyPs++8MfRfo+9N7KsfF/YqWd8LQ798omx9IN349235sUHixfFu4vmxYYN6yPda5a+uV3TZllF2smDx0Trdh1qXJvUfvqkKyMFe+kZeu534/Cj++V8J1V+zX/12bjr73+NdETj8Av+uUoV1wfvvRXjx10aK5a9n/XRqs1uMXDYN6LrgYdnoVkKut6c/3Kke9vS/6YnBWTDLvhh7HPAYdWGk5XvZHMP2Vb7V87ACTQqASFZo1pOkyFAgAABAgQIECBAgAABAgQIECBQWgIVq6iKnXmqfDrosGOrvLZ2zSfx9/H/HXNfmFNQl533OShOO+fb0a59pyrtK94XVlBnFRql0GnEhT/a6OjGFLo9/uAd8dDdk8tDv1z9dtmvRwy74P9sdFRixWMp0zsphOt9yvCNXk/933XrNfHYA1MLGm6bXTvG6aO+F533ObDG9u4hK4hTIwIENrOAkGwzg/scAQIECBAgQIAAAQIECBAgQIAAAQKbRiAFOjOnXB1zZk8rusN0jOKYsf9apfKrrKMP3lsUN1/z6+zurOqeVPHV99Szo9cJQ6JZs+Y5m1W8L6zYQR5z4tDoP/SCje4um/v8YzHpr/9eXuVWXZ/pPrF0P1iaZ9kza/qE8rvTUvXXqEsuy+4wq/ykqry/T/jvrFquuidVlR1x7KnRZ8DZ0aKaO8vK3q14D9mmuDOuWEftCRAgUJ2AkMzeIECAAAECBAgQIECAAAECBAgQIEBgqxVIlWQP3zslO6qw0KfFzq3jK2d9PQ467Lga7y5LxzQ+M+eeeOmZh7LjG9PRhundvbp0iwN7HBP7dT9yoyqvXN//eMWHcectf4l/vP5CrFm9qtAhZmMbNPwbG1WCpZdfffHxrMqtpr5SdVc6djFVuDVp0qT8m+kYyUnX/nvs1GKXGDj8G1V+rzi49evXxsvPPJzd9fbOojfi0w3rs2MV9+i8X+x/8JfjoEOPzSwKeZYvXRITr/plrF+3pqCqs0L61IYAAQKbQkBItikU9UGAAAECBAgQIECAAAECBAgQIECAAAECBAgQILBVCQjJtqrlMlgCBAgQIECAAAECBAgQIECAAAECBAgQIECAAIFNISAk2xSK+iBAgAABAgQIECBAgAABAgQIECBAgAABAgQIENiqBIRkW9VyGSwBAgQIECBAgAABAgQIECBAgAABAgQIECBAgMCmEBCSbQpFfRAgQIAAAQIECBAgQIAAAQIECBAgsNkE7r/zxnjtxSc22/d8aMsJ7H/wl+OEr5yz5QbgywQINGoBIVmjXl6TI0CAAAECBAgQIECAAAECBAgQIND4BFJI9u5b8xrfxMyoisDue3YVktkXBAjUm4CQrN5odUyAAAECBAgQIECAAAECBAgQIECAAAECBAgQINBQBYRkDXVljIsAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKDeBIRk9UarYwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgYYqICRrqCtjXAQIECBAgAABAgQIECBAgAABAgQIECBAgAABAvUmICSrN1odEyBAgAABAgQIECBAgAABAgQIECBAgAABAgQINFQBIVlDXRnjIkCAAAECBAgQIECAAAECBAgQIECAAAECBAgQqDcBIVm90eqYAAECBAgQIECAAAECBAgQIECAAAECBAgQIECgoQoIyRrqyhgXAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAvQkIyeqNVscECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQINVUBI1lBXxrgIECBAgAABAgQIECBAgAABAgQIECBAgAABAgTqTUBIVm+0OiZAgAABAgQIECBAgAABAgQIECBAgAABAgQIEGioAkKyhroyxkWAAAECBAgQIECAAAECBAgQIECAAAECBAgQIFBvAkKyeqPVMQECBAgQIECAAAECBAgQIECAAAECBAgQIECAQEMVEJI11JUxLgIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgXoTEJLVG62OCRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEGqqAkKyhroxxESBAgAABAgQIECBAgAABAgQIECBAgAABAgQI1JuAkKzeaHVMgAABAgQIECBAgAABAgQIECBAgAABAgQIECDQUAWEZA11ZYyLAAECBAgQIECAAAECBAgQIECAAAECBAgQIECg3gSEZPVGq2MCBAgQIECAAAECBAgQIECAAAECBAgQIECAAIGGKiAka6grY1wECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQL1JiAkqzdaHRMgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECDRUASFZQ10Z4yJAgAABAgQIECBAgAABAgQIECBAgAABAgQIEKg3ASFZvdHqmAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoKEKCMka6soYFwECBAgQIECAAAECBAgQIECAAAECBAgQIECAQL0JCMnqjVbHBAgQIECAAAECBAgQIECAAAECBGon0LFt8xpfXLx0be069hYBAgQIECBQLiAksxkIECBAgAABAgQIECBAgAABAgQINDCBgUd3rHFEdzy2uIGN2HAIECBAgMDWJyAk2/rWzIgJECBAgAABAgQIECBAgAABAgQauYCQrJEvsOkRIECAQIMQEJI1iGUwCAIECBAgQIAAAQIECBAgQIAAAQL/v4CQzG4gQIAAAQL1LyAkq39jXyBAgAABAgQIECBAgAABAgQIECBQlICQrCgujQkQIECAQK0EhGS1YvMSAQIECBAgQIAAAQIECBAgQIAAgfoTEJLVn62eCRAgQIBAmYCQzF4gQIAAAQIECBAgQIAAAQIECBAg0MAEhGQNbEEMhwABAgQapYCQrFEuq0kRIECAAAECBAgQIECAAAECBAhszQJCsq159YydAAECBLYWASHZ1rJSxkmAAAECBAgQIECAAAECBAgQIFAyAkKykllqEyVAgACBLSggJNuC+D5NgAABAgQIECBAgAABAgQIECBAIJeAkMy+IECAAAEC9S8gJKt/Y18gQIAAAQIEihRot8v20WbnZtW+tezj9fHhR+uK7FVzAgQIECBAgAABAluPgJBs61krIyVAgACBrVdASLb1rp2REyBAgACBRivQdudm0eugttXOb87LS2Ppx+sb7fxNjAABAgQIECBAgICQzB4gQIAAAQL1LyAkq39jXyBAgAABAgSKFBCSFQmmOQECBAgQIECAQKMTEJI1uiU1IQIECBBogAJCsga4KIZEgAABAgRKXUBIVuo7wPwJECBAgAABAgSEZPYAAQIECBCofwEhWf0b+wIBAgQIECBQpICQrEgwzQkQIECAAAECBBqdQPcv7RKdO+xY7bzueGxxo5uzCREgQIAAgc0tICTb3OK+R4AAAQIECOQVEJLlJdKAAAECBAgQIECgkQsIyRr5ApseAQIECDQIASFZg1gGgyBAgAABAgQqCgjJ7AcCBAgQIECAAIFSFxCSlfoOMH8CBAgQ2BwCQrLNoewbBAgQIECAQFECQrKiuDQmQIAAAQIECBBohAJCska4qKZEgAABAg1OQEjW4JbEgAgQIECAAAEhmT1AgAABAgQIECBQ6gJCslLfAeZPgAABAptDQEi2OZR9gwABAgQIEChKQEhWFJfGBAgQIECAAAECjVBASNYIF9WUCBAgQKDBCQjJGtySGBABAgQIECAgJLMHCBAgQIAAAQIESl1ASFbqO8D8CRAgQGBzCAjJNoeybxAgQIAAAQJFCQjJiuLSmAABAgQIECBAoBEKCMka4aKaEgECBAg0OAEhWYNbEgMiQIAAAQIEhGT2AAECBAgQIECAQKkLCMlKfQeYPwECBAhsDgEh2eZQ9g0CBAgQIECgKAEhWVFc/x979wFuRXnve/xvoUhTRAUUQUGQonQpIl2aNAtVATHGGImJN+XkJDdFjcmNJ+2cREWNsQFKV6RIE6SIgghWwAZRRAEFQVFEQL3Pf3LWylqzZ62ZWVP2lO88z3nujcyaed/PO3uv2e/vLZyMAAIIIIAAAgggkEABQrIENipVQgABBBCInAAhWeSahAIhgAACCCCAACEZzwACCCCAAAIIIIBA2gUIydL+BFB/BBBAAIEwBAjJwlDmHggggAACCCDgSoCQzBUXJyOAAAIIIIAAAggkUICQLIGNSpUQQAABBCInQEgWuSahQAgggAACCCBASMYzgAACCCCAAAIIIJB2AUKytD8B1B8BBBBAIAwBQrIwlLkHAggggAACCLgSICRzxcXJCCCAAAIIIIAAAgkUICRLYKNSJQQQQACByAkQkkWuSSgQAggggAACCBCS8QwggAACCCCAAAIIpF2AkCztTwD1RwABBBAIQ4CQLAxl7oEAAggggAACrgQIyVxxcTICCCCAAAIIIIBAAgUIyRLYqFQJAQQQQCByAoRkkWsSCoQAAggggAAChGQ8AwgggAACCCCAAAJpFyAkS/sTQP0RQAABBMIQICQLQ5l7IIAAAggggIArAUIyV1ycjAACCCCAAAIIIJBAAUKyBDYqVUIAAQQQiJwAIVnkmoQCIYAAAggggAAhGc8AAggggAACCCCAQNoFCMnS/gRQfwQQQACBMAQIycJQ5h4IIIAAAggg4EqAkMwVFycjgAACCCCAAAIIJFCAkCyBjUqVEEAAAQQiJ0BIFrkmoUAIIIAAAgggQEjGM4AAAggggAACCCCQdgFCsrQ/AdQfAQQQQCAMAUKyMJS5BwIIIIAAAgi4EiAkc8XFyQgggAACCCCAAAIJFCAkS2CjUiUEEEAAgcgJEJJFrkkoEAIIIIAAAggQkvEMIIAAAggggAACCKRdgJAs7U8A9UcAAQQQCEOAkCwMZe6BAAIIIIAAAq4ECMlccXEyAggggAACCCCAQAIFCMkS2KhUCQEEEEAgcgKEZJFrEgqEAAIIIIAAAoRkPAMIIIAAAggggAACaRcgJEv7E0D9EUAAAQTCECAkC0OZeyCAAAIIIICAKwFCMldcnIwAAggggAACCCCQQAFCsgQ2KlVCAAEEEIicACFZ5JqEAiGAAAIIIIAAIRnPAAIIIIAAAggggEDaBQjJ0v4EUH8EEEAAgTAECMnCUOYeCCCAAAIIIOBKgJDMFRcnI4AAAggggAACCCRQgJAsgY1KlRBAAAEEIidASBa5JqFACCCAAAIIIEBIxjOAAAIIIIAAAgggkHYBQrK0PwHUHwEEEEAgDAFCsjCUuQcCCCCAAAIIuBIgJHPFxckIIIAAAggggAACCRQgJEtgo1IlBBBAAIHICRCSRa5JKBACCCCAAAIIEJLxDCCAAAIIIIAAAgikXYCQLO1PAPVHAAEEEAhDgJAsDGXugQACCCCAAAKuBAjJXHFxMgIIIIAAAggggEACBQjJEtioVAkBBBBAIHIChGSRaxIKhAACCCCAAAKEZDwDCCCAAAIIIIAAAmkXICRL+xNA/RFAAAEEwhAgJAtDmXsggAACCCCAgCsBQjJXXJyMAAIIIIAAAgggkEABQrIENipVQgABBBCInAAhWeSahAIhgAACCCCAACEZzwACCCCAAAIIIIBA2gUIydL+BFB/BBBAAIEwBAjJwlDmHggggAACCCDgSoCQzBUXJyOAAAIIIICraAQNAAAgAElEQVQAAggkUICQLIGNSpUQQAABBCInQEgWuSahQAgggAACCCBASMYzgAACCCCAAAIIIJB2AUKytD8B1B8BBBBAIAwBQrIwlLkHAggggAACCLgSICRzxcXJCCCAAAIIIIAAAgkUICRLYKNSJQQQQACByAkQkkWuSSgQAggggAACCBCS8QwggAACCCCAAAIIpF2AkCztTwD1RwABBBAIQ4CQLAxl7oEAAggggAACrgQIyVxxcTICCCCAAAIIIIBAAgUIyRLYqFQJAQQQQCByAoRkkWsSCoQAAggggAAChGQ8AwgggAACCCCAAAJpFyAkS/sTQP0RQAABBMIQICQLQ5l7IIAAAggggIArAUIyV1ycjAACCCCAAAIIIJBAAUKyBDYqVUIAAQQQiJwAIVnkmoQCIYAAAggggAAhGc8AAggggAACCCCAQNoFCMnS/gRQfwQQQACBMAQIycJQ5h4IIIAAAggg4EqAkMwVFycjgAACCCCAAAIIJFCAkCyBjUqVEEAAAQQiJ0BIFrkmoUAIIIAAAgggQEjGM4AAAggggAACCCCQdgFCsrQ/AdQfAQQQQCAMAUKyMJS5BwIIIIAAAgi4EiAkc8XFyQgggAACCCCAAAIJFCAkS2CjUiUEEEAAgcgJEJJFrkkoEAIIIIAAAggQkvEMIIAAAggggAACCKRdgJAs7U8A9UcAAQQQCEOAkCwMZe6BAAIIIIAAAq4ECMlccXEyAggggAACCCCAQAIFCMkS2KhUCQEEEEAgcgKEZJFrEgqEAAIIIIAAAoRkPAMIIIAAAggggAACaRcgJEv7E0D9EUAAAQTCECAkC0OZeyCAAAIIIICAKwFCMldcnIwAAggggAACCCCQQAFCsgQ2KlVCAAEEEIicACFZ5JqEAiGAAAIIIIAAIRnPAAIIIIAAAggggEDaBQjJ0v4EUH8EEEAAgTAECMnCUOYeCCCAAAIIIOBKgJDMFRcnI4AAAggggAACCCRQgJAsgY1KlRBAAAEEIidASBa5JqFACCCAAAIIIEBIxjOAAAIIIIAAAgggkHaBYiHZ4SNfy9IXdqediPojgAACCCDgWYCQzDMhF0AAAQQQQAABvwUIyfwW5XoIIIAAAggggAACcRMgJItbi1FeBBBAAIE4ChCSxbHVKDMCCCCAAAIJFyAkS3gDUz0EEEAAAQQQQAABWwFCMlsiTkAAAQQQQMCzACGZZ0IugAACCCCAAAJ+CxCS+S3K9RBAAAEEEEAAAQTiJkBIFrcWo7wIIIAAAnEUICSLY6tRZgQQQAABBBIuQEiW8AameggggAACCCCAAAK2AoRktkScgAACCCCAgGcBQjLPhFwAAQQQQAABBPwWICTzW5TrIYAAAggggAACCMRNgJAsbi1GeRFAAAEE4ihASBbHVqPMCCCAAAIIJFyAkCzhDUz1EEAAAQQQQAABBGwFCMlsiTgBAQQQQAABzwKEZJ4JuQACCCCAAAII+C1ASOa3KNdDAAEEEEAAAQQQiJsAIVncWozyIoAAAgjEUYCQLI6tRpkRQAABBBBIuAAhWcIbmOohgAACCCCAAAII2AoQktkScQICCCCAAAKeBQjJPBNyAQQQQAABBBDwW4CQzG9RrocAAggggAACCCAQNwFCsri1GOVFAAEEEIijACFZHFuNMiOAAAIIIJBwAUKyhDcw1UMAAQQQQAABBBCwFSAksyXiBAQQQAABBDwLEJJ5JuQCCCCAAAIIIOC3ACGZ36JcDwEEEEAAAQQQQCBuAoRkcWsxyosAAgggEEcBQrI4thplRgABBBBAIOEChGQJb2CqhwACCCCAAAIIIGArQEhmS8QJCCCAAAIIeBYgJPNMyAUQQAABBBBAwG8BQjK/RbkeAggggAACCCCAQNwECMni1mKUFwEEEEAgjgKEZHFsNcqMAAIIIIBAwgUIyRLewFQPAQQQQAABBBBAwFaAkMyWiBMQQAABBBDwLEBI5pmQCyCAAAIIIICA3wKEZH6Lcj0EEEAAAQQQQACBuAkQksWtxSgvAggggEAcBQjJ4thqlBkBBBBAAIGECxCSJbyBqR4CCCCAAAIIIICArQAhmS0RJyCAAAIIIOBZgJDMMyEXQAABBBBAAAG/BQjJ/BbleggggAACCCCAAAJxEyAki1uLUV4EEEAAgTgKEJLFsdUoMwIIIIAAAgkXICRLeANTPQQQQAABBBBAAAFbAUIyWyJOQAABBBBAwLMAIZlnQi6AAAIIIIAAAn4LEJL5Lcr1EEAAAQQQQAABBOImQEgWtxajvAgggAACcRQgJItjq1FmBBBAAAEEEi5ASJbwBqZ6CCCAAAIIIIAAArYChGS2RJyAAAIIIICAZwFCMs+EXAABBBBAAAEE/BYgJPNblOshgAACCCCAAAIIxE2AkCxuLUZ5EUAAAQTiKEBIFsdWo8wIIIAAAggkXICQLOENTPUQQAABBBBAAAEEbAUIyWyJOAEBBBBAAAHPAoRkngm5AAIIIIAAAgj4LUBI5rco10MAAQQQQAABBBCImwAhWdxajPIigAACCMRRgJAsjq1GmRFAAAEEEEi4ACFZwhuY6iGAAAIIIIAAAgjYChCS2RJxAgIIIIAAAp4FCMk8E3IBBBBAAAEEEPBbgJDMb1GuhwACCCCAAAIIIBA3AUKyuLUY5UUAAQQQiKMAIVkcW40yI4AAAgggkHABQrKENzDVQwABBBBAAAEEELAVICSzJeIEBBBAAAEEPAsQknkm5AIIIIAAAggg4LcAIZnfolwPAQQQQAABBBBAIG4ChGRxazHKiwACCCAQRwFCsji2GmVGAAEEEEAg4QKEZAlvYKqHAAIIIIAAAgggYCtASGZLxAkIIIAAAgh4FiAk80zIBRBAAAEEEEDAbwFCMr9FuR4CCCCAAAIIIIBA3AQIyeLWYpQXAQQQQCCOAoRkcWw1yowAAggggEDCBQjJEt7AVA8BBBBAAAEEEEDAVoCQzJaIExBAAAEEEPAsQEjmmZALIIAAAggggIDfAoRkfotyPQQQQAABBBBAAIG4CRCSxa3FKC8CCCCAQBwFCMni2GqUGQEEEEAAgYQLEJIlvIGpHgIIIIAAAggggICtACGZLREnIIAAAggg4FmAkMwzIRdAAAEEEEAAAb8FCMn8FuV6CCCAAAIIIIAAAnETICSLW4tRXgQQQACBOAoQksWx1SgzAggggAACCRcgJEt4A1M9BBBAAAEEEEAAAVsBQjJbIk5AAAEEEEDAswAhmWdCLoAAAggggAACfgsQkvktyvUQQAABBBBAAAEE4iZASBa3FqO8CCCAAAJxFCAki2OrUWYEEEAAAQQSLkBIlvAGpnoIIIAAAggggAACtgKEZLZEnIAAAggggIBnAUIyz4RcAAEEEEAAAQT8FiAk81uU6yGAAAIIIIAAAgjETYCQLG4tRnkRQAABBOIoQEgWx1ajzAgggAACCCRcgJAs4Q1M9RBAAAEEEEAAAQRsBQjJbIk4AQEEEEAAAc8ChGSeCbkAAggggAACCPgtQEjmtyjXQwABBBBAAAEEEIibACFZ3FqM8iKAAAIIxFGAkCyOrUaZEUAAAQQQSLgAIVnCG5jqIYAAAggggAACCNgKEJLZEnECAggggAACngUIyTwTcgEEEEAAAQQQ8FuAkMxvUa6HAAIIIIAAAgggEDcBQrK4tRjlRQABBBCIowAhWRxbjTIjgAACCCCQcAFCsoQ3MNVDAAEEEEAAAQQQsBUgJLMl4gQEEEAAAQQ8CxCSeSbkAggggAACCCDgtwAhmd+iXA8BBBBAAAEEEEAgbgKEZHFrMcqLAAIIIBBHAUKyOLYaZUYAAQQQQCDhAoRkCW9gqocAAggggAACCCBgK0BIZkvECQgggAACCHgWICTzTMgFEEAAAQQQQMBvAUIyv0W5HgIIIIAAAggggEDcBAjJ4tZilBcBBBBAII4ChGRxbDXKjAACCCCAQMIFCMkS3sBUDwEEEEAAAQQQQMBWgJDMlogTEEAAAQQQ8CxASOaZkAsggAACCCCAgN8ChGR+i3I9BBBAAAEEEEAAgbgJEJLFrcUoLwIIIIBAHAUIyeLYapQZAQQQQACBhAsQkiW8gakeAggggAACCCCAgK0AIZktEScggAACCCDgWYCQzDMhF0AAAQQQQAABvwUIyfwW5XoIIIAAAggggAACcRMgJItbi1FeBBBAAIE4ChCSxbHVKDMCCCCAAAIJFyAkS3gDUz0EEEAAAQQQQAABWwFCMlsiTkAAAQQQQMCzACGZZ0IugAACCCCAAAJ+CxCS+S3K9RBAAAEEEEAAAQTiJkBIFrcWo7wIIIAAAnEUICSLY6tRZgQQQAABBBIuQEiW8AameggggAACCCCAAAK2AoRktkScgAACCCCAgGcBQjLPhFwAAQQQQAABBPwWICTzW5TrIYAAAggggAACCMRNgJAsbi1GeRFAAAEE4ihASBbHVqPMCCCAAAIIJFyAkCzhDUz1EEAAAQQQQAABBGwFCMlsiTgBAQQQQAABzwKEZJ4JuQACCCCAAAII+C1ASOa3KNdDAAEEEEAAAQQQiJsAIVncWozyIoAAAgjEUYCQLI6tRpkRQKDcBNaunCcb1iyWumc2lDMaNJEmLS6QmrVq+1Ke9c8slLc2b5D2F/aTsxqfLxUrVfbluqVc5IPtb8u6VfPl4sHjpPqJJ5dyiexnvvnmG9n43BI59tjj5Pz23eX44yt4uh4fTocAIVk62plaIoAAAggggAACCBQWICTj6UAAAQQQQCB4AUKy4I25Q4IE3nnrNXngrz/L1ujSq26Stp37JKiGVMVOYOkTD8nqpbOyp43//u+k4bmt7D5m++8HPvlYHr33Nnl/+1vGuccdd7x07jlUeg8ea/z/wzq+/vorefn5p2XRY/+QLw5+Jq079pJBIyZ4Cuz27N4hj9x7m+z98H1p0KiF9L/823J6/XPkmGOOCata3CeGAoRkMWw0ioxAhAWOHP5Snnj0DnnlhRVGKeudda6M+e7NUqVajQiXmqIhgAACCKRdgJDM2xNw+MtD8sSjf5NXN6zKXqhzjyHS7/JrjUGcQRzmfqOufYZJn6Hjg7iV42t+tOs9mTzxZtn/8YfGZ5LSl0UfnbNHQH8OtC+rcYv20rh5O/pinLGJ+eemZfseMvTK70uFipUcXoHT4iRASBan1qKsngQOffG57P7gXXl36yZ549V10mPAKGncvL2ra6blC/izA/vlmaWzpOn5neSsxue5MkryyeYOtqrVT5Jx37tV6tZr5LnaG59bKnMe+Wv2OidUqSZjbrhFzjy7qedru7lAbqCV+VyPAaONn5dS/ohQs/kz7pYX1z6VLUbDJq1k+DX/IerHgUAhAUIyng0EEMgI6AAO7dTRWc5vblovX331lQwZdaNUqnyCY6S0hGQ6e/vtLRvk7S0vGrPB+SPe8SPCiQgggEAkBQjJvDXLphefkVkP/Um++upo9kLnt+smA0fcIFWqVvd28QKfJiRzxkofnTMnPctLH52+R69YOE1WLJxqDMDu0PUS6TVojFSqXMV5AXw6U9/H9f/053Hvhx/IV18fFe2D+vzAJ7L/492yZ9cO+fyzT6RTz6GiYXZ5H4Rk5d0C4d6fkCxcb+4WgoB2Dnx56KDs/egD2fHOG/LPN1+R7du2yGef7su7e7su/WTQiBtczdIpj5Ds7S0bRZfh69xjqNRv1KykoMIpe6ZjZcHMe+Xjj3bKOc3ayPBrfionVAnm5dFpuaJy3hcHD8gj99wm27dtNopUp15DYxR6jZNqeSqiPpszHvgveeft17LXCXp0W7ECb3vjZZl+/++NmWR66IvUkNE3SuuOvV2NONLn6aV1y2Tu1Duzf5Ro+Dfy2p/7MvvOEzofjrwAIVnkm4gCIhCIgP7RrN+LO3dsk3ff3iT/fOsV2f3+O3mdWxqOXX3jb43ZYE6P8gjJdNTugpn3yKl1zpTWHXpJtRo1nRa3pPO0A2XlwmnywppFxueHjf+JtGhzUUnX4kMIIIAAAtEQICQrvR0+3rPTWK3lw53by1ykactOMnT0jYEM3CQky+emj670Z9hrH51Vn4yWpl6DJjJo5ARjhR+7Q69x6IvP5Juvv8me+s03X8vHe3bJ4cOHsv8tE3bpf9A+2ffffUu+/uqoHDly2AjCcoNqu3uW0l9rd81S/p2QrBS1+H6GkCy+bZfqkusv1y+/OGiMpvh0/x7jpWfX+9tk53vbHP/yrXXaGTJ2wi1y8il1HVuGHZJp58pjk/8im1961ijjiTVPkY7dB0vbTn18Xx5o355dxhJ7W15Zm+fRZ8jVclGfYY7DEbORY9xyPPFbN93uaMbcvr27ZcrdtxhTrvVo1LSNjLz2Z1L5hKqeSm+eRabP5lXX/0pOqV3P03VL/XDuSKPMNXRfMg0E657pfNbchx+8K1PuuTW7pEOpYVup9eBz8RYgJIt3+1F6BAoJZDpKNLTSEaSfHdgnO9/bKjvefdP4fjUPaip0HV2OuFvfEY7fT8ojJNN9RrVzTt9b9TuwSYv2cmHvy6R+w+aOy+3kSTp69Ii8+sJKWTr34Ty/0+rWlyuv/5Wrd10n9+McBBBAAIHwBAjJSrPWv2kXP3a/PLdibsEL6KDgy8b80PMe3OYbpDEko48uun102l86b9pdxqpaucfxFSoaW2HoFjLmfePffG290ZdTXodffW1ey09I5lUwXp8nJItXe1FaEdHRQJMn3mLsb+Tm0C+AM+o3Nmaw1G/YzJgFVKVqDVedFGGHZLmdK+YvM10Lt1OPwVL79LNc1cFspiM/1j49V1YsmiZHjxwuQ2osKTjhVsfhSJJDsp07tsqku26Wzw/sN5z8GN1iNYvskuHXS8dugzy1q5ufDatztY4zH/yjbHvz5ew/69Kbw8f/1NEfEbrH2syH/iD6PGSONp0uNmZvsvST19ZJx+cJydLRztQyXQIakK1aMkOWzZvsuuI1a9WWBue0kLMbt5QzGjSRWqed7mo1gLBDMvNAp9wK67vbhb0ulWatOnsaaKOeugSlDnIyd3xk7tep+2Bj35Uw9zd13bh8AAEEEECgoAAhWWkPh3mZRR302aX35bJ2xdzsIE69chBBWdpCMvroRLS/Map9dPqc68yup+ZNknUr55f5gdJ96Ptffl3e8qPmvq/SfgpL/5ROZtBJDTqAPPc4+NmnRninq4b5cdjtMUZI5odyfK5BSBaftqKk/yugI4IWzf6HrF05z9ZEf6H2v+xaOeOsJlK12omeQ4cwQzLtzJmjG8y+sLJoPUvtaNFRxxrCLX78fmNpRaujyXkXSO+BY4xA8ZhjjrH11hOSHJLpMoQP3fGLrIPu9dGt3whHLlYnaefWulXz5cmZ92b/OUpLXGpbTr3vt9llF08+ta4Rkp3RoHHROmvH4PwZE+Wldcuz57kJ2EoG5YOJEiAkS1RzUhkEsgJu/ujWziwdYKEBmdcBFmGHZDrIZMrdt1oOQMpgeOlQ2b93t6xeOkt0NrrV8jW6tKP6XdB1gFSsWJknEAEEEEAgpgKEZO4bTmfOTL3vd3kDqy+96gfSplMfY+uE2Q//OS8oc/q36tInHjK+e/U46eTTZOyEW40llc2Hk5DM3PnuppaXXnWTMftHD/OqNG6u4/RcXd5aV5WpUq2G5Ufoo8tniVofXaZ02k4bnl0iC2ffV+b9VFcf0FmVmb4eHTSt77Hvb3/L6WPi6Dx9p9e+WT10qccq1U40Bozp/XVAl/Y5VahQSSqdUMVygBchmSNmTipRgJCsRDg+Vr4Cm15cI0vmPCAn1aptrKWry9Lp/1WvUVMWPf6AbH5pjVFAuy9zt7UIMyTTsmmIsvuDd+TFtU8Zeztl9oiyKrfu9dS+S3/j/9SlUKil19RRF0vmPFhw1HGDRi2MjTzPOuc8x+FYpkxJDsnML6C6t1aLNl3cPkbZ881rpOseK3rNc5q1tbymtp1+ZvWSmdK81YWiIWaQh75ELZ8/RdYse9x4rnoOvMrx5sa5y3fqC48uS3lqnfpBFpdrJ0yAkCxhDUp1EPhfAd2kfeaDf5DPPt0vtc9oIKecVk/qnHG2nFKnnny08z155N7fZK1yO4G8AoYdkml5ta6vv7JONjy7uOA7V6Ze+u7Vpfdl0qhZW6lQoWLB6uo1n1+1oOAKABq8des7XDp0Hej70txe24DPI4AAAgi4FyAkc2dmNWBTZ8oMGjFBKlb616AR7Q+ZPekveSGak6CMkMw6JFNT+ujKPqdR6aPLLZn2Kemev7qty/6PP8wrtJZ3xLf+09hWJPe9WQdenVTz1Oy5xx53vBGmVapcJfvftM/nhKrV5e3NG2XNssey/11XSWrXua/nwW6ZCxKSuft9yNnuBAjJ3HlxdsQFgu4AcRKS6fKFLz//tDE7S/fLMK/tWyqhbna5fesmo2PkzU0vFN30UjtauvcfaSwteeyxxxm31C/DXTu2ybIFU0TXF7Y6NFTsNXCMNGra2nU4Vkq9zKFT1z7DpM/Q8aVcKu9LPHMBp3uNOb1h7kuxBlpX3/hbI4gt5dAA6uknp8rKRdOyH7/gogEyYNh3LJ+ZLw4ekAUz75VNG58x2l73M9HgSZeNKHbEMbQ018fPTtJS2orPlI8AIVn5uHNXBMpTwMl7Vqnlc/KOqO9KH+3cLquWzhRdprDU73hzGfW6n+z7yFgd4PnVC+STfXsKVkM7KDTg6tBtYN53vL5frl+90Oh4sNq3TcOxC3sOlU49h0q16ieVysTnEEAAAQQiJkBI5rxBrPbW1tWFRl/3C2OmSu5RSlBGSFY4JCvUSk7ev5y3cNkznbw70kdX1m3f3t3GjEqdWZk5nATFdm1l7uPzuy+HkMyuBfh3LwKEZF70+GzkBLx+AesXxfzpE41OkcbN2xn7feUu71PsC1g7QNavflKWzZ9szPjSqcL6MhbEbB8NTHRk8rPL5xgzzQodJ9Y8RTp2Hyxnnt1Mnnv6CXnj1XWW4VrY4VimvHEKyXS/trnT7swuIajLKoy54RZjCahSjp3vbTXWUta9u/TQl/errv+VMSPS6tAX/lWLZ8jyBY9k/1lHiuuMv0wQavU5QrJSWofPREGAkCwKrUAZEAhXwElHR7ES6cxn/WNf9xc48+xzpfqJtbKDfuzeEXUG9Nxpd8nW1180btGsZSe5bOwPPe0ZVuj7/MMP3pW1K+fLKy+sKLgco75HNmnRXi7oOlD27d0lqxZPtwzXCMfCfUa5GwIIIBC2ACGZM3Htj9HVd+ZOvTPb52G3UovboMzPkMxZrXSG1jMy66E/ZetUKPSzu555eUe78CK3r8bLCk1271925aaPLrgB7Ac/PyCLHrvP6OMq9bkyt1/QIZnd8+L3v7Mnmd+i0b4eIVm024fSuRTw+gX87tbN8tDf/m/2BcS855Rd543uWaV7OH156Auj5EHvL6UvgronhS7js3HtU5Yji4sRaoCns7d0VpLTPcdcNknR0+MUkmkw+cg9t2VH2ugUdJ3Jpesnuz30OZ0/425jGc3MkVkjvVg76MjzR++9TXQ/Fz10tPno634pOuKn0EFI5rZ1OD8qAoRkUWkJyoFAeAJ271nFSmI3mMXuHdH87xpSDRv/E2nR5qLAAHSVgK1bNspzK+bK9q2bi64SYC6ELn1zYa9LpW2nPiyrGFgLcWEEEECg/AUIyZy1gfbFTL//93lbVPQYMFp6DBhVdFDpu1s3ldmjTPtxdH8m86otYYdk5r3V7EK/YlJxDcnoo3P2/Jd6lr6LPrN0luhqVLoSldeDkMyrIJ8vTwFCsvLU596+C9h1gNjdUDspFs76e/Y03Zw0dyaYXeeNzvZZ/Nj9RmdH5tA1eDt2GxR4CKX33r51izz39BxHyzEOHPFdY6ZceYRjGZsohmTmZ8jumSn274U28zWPBnMzWt382aCDWC/157MIeBEgJPOix2cRiKeA3XtWsVp9un+vMUNbl5bWo2nLTnLFuB+Ldijp4eQd0TzLu269RnLl9b8SnZkf9KFLKL70/HJZt3Je0eUYdYUDXRr7gq4DpGLFf+2twoEAAgggkFwBQjL7tt39/jsy7f7f5+0xZt6HrNhVNGCb9fCf8gYd63vE0NE3StWcJYzDDMl0xZmZD/1B9N0oczgJ/QrVM64hGX109s9/lM6IY0iW+3MdhKWXmZhBlIdrFhYgJOPpSJSAkw6QQhXWfZ50ds+GNYuNU04+pa6MnXCLMe04czjpvDG/fOja19rBotcL8tARIFteelZWL51VdAnGTBk0IOs18Co5p3m7ohvEB1nmNIZkVrPBdNnGM89u6oj60Befy+OT/1u2vLI2e35YQayjAnISAj4JEJL5BMllEIiRgJP3rELV0SWTHr7zl9nZ/N37j5Leg8ZkT3fyjmi1X2ifIVfLRX2GBTqoSFcG+HjPTlm9ZFbRJRgzldElFnUTdJ1JdlKt2oGWLUaPD0VFAAEEEilASFa8Wc2zrfTsUvZWspqJdn67bjJwxA1SpWp1oxBhhWRWg6/dhH5WYnEMyeiji9+vNEKysm1GSBaf55iQLD5tRUkdCDjpACl0GbsRyPo5J5032tGh05WXzn04eyvtqOl5yeii0/wdVM/yFB15rMst6v5kuhea+dCOlOOPryAarlgdOjq6c89LpW3nPiUtHVhqufVzaQvJrF52S+l8e++fr8uUu2/JtnehGWte2obPIlDeAoRk5d0C3B+B8AWcvGcVKpXdSGOn74gaVunSxtrppkeQ37H6XvDu25tk5aLpsu3Nly2rph1zuoy3dhSZj8y+Zd36jZTT659DWBb+I8sdEUAAgcAFCMkKE1vNICt1byXtx9F9SWc++Ie8fpXccCqMkMxqbzXdHkO3esgs/2gOvAJ/CAvc4Fs33V506wf9mNP3L6tb0EcXfh+d12eJkKysICGZ16cqvM8TkoVnzZ1CEPDyBWwegWzej0yL77TzxjxbyO8OFmrPOugAACAASURBVCdLK+p+VTrC+IKLLpEKlSobs8yWP/mIfPzRTsuW0DCtU/fB0qHrJcao5DCOtIVkb762Xqbe97tsR1fDJq1k+DX/kbeEgxN3q7DtgosGyIBh3zEC0bgdBz/71FgiS38G9WjZvocMvfL7oktKcaRXgJAsvW1PzdMr4PQ9yyxkHml8ap0zRWdp18x5n3H6jqidU+tWzZcnZ96bvY3fg52cLK2o7wjdB4wy9ojYt3eXrFo8Q15Zv6LgvmX6B3j3fiOlUbM2sXwXSO9TT80RQACB4gKEZNY+VnuJaR/IyGt/XvLeSvoO8PLzT8vcaXeK7nWqh+4BOuKa/zTCoDBCMvOMNqs6pSUko4/Oex/dnt075Kl5k6Rrn+GhDKgiJCMki/N3OiFZnFuPspcRcNoBYkVnNwLZTUim55q/HDr3GCL9Lr+25Nlk+sK2b88uY9bYC2sWWc4a0/vqzDAdUaxLA1Q+oWpeVY8ePSJvbd4gy+dPKbgko45KPvf8jsYGt0HvWRbFkMzq2XDS+Zb5XO6Lc+6SnfqCN3vSX7LrpOvL7ujrfmk78qrQj7mOmps08deia5XroXuu6PX82Gw17F8thGRhi8fjfoRk8WgnSomAnwKlhmRORhq7eUfUEGvGA/8l77z9r31AdOS27lNb98xGJVf38JeHZNsbL8maZY+LduxZHXbvYPv37jY+v+G5JdnOO/N1ir0Hllx4PogAAgggUG4ChGT59Nov8trG1TJ/+sS8PhH9+3r4NT+VRk3beJpZnTuTq2KlynmhW9Ahmf5tP/3+22X7ts1GpfW9YMjoG6V1x955dUpLSEYf3b+efbv3w0K/nPTdc/6MifLSuuWig+J79B8lnXoOCXRP2ziGZMV+uZv/NunaZ5j0GTq+6PeBuX+LmWTl9vXp+saEZK7J+EB5C/i1qWLuLypzx4nVCGStt5vOGz86WPQF7ZN9H8nml56VF9c+VXSvMTcjiHUmko5QWr7gkezsHat21dHL3fuPNIKXY489zvemj0tI9sXBA/LIPbdlX1Z1E98rxv3YCKZyD6sOuKuu/5Vs/+frMm/aXXkbAbdoc5ERZOpyTtoeucf+j3fLnl07yngfOnRQdCRQoaNZy05y2dgfFlw20/xl7VeDep35RUjmV0sk6zqEZMlqT2qDgAr42alz6VU3GUtFZ97PdD+yzJKEVqsBuAnJ9Jp+DHbS/WK3b90kL69fYXToZUalm58Gt7P5tRNt3cp58uzTTxS8pnYWdug6UDp0G5hdnomnEAEEEEAgfgKEZP9uMx30u3bFXFk2b3LezGr9zhs0coKc17arp4Ascyf9+/yZpbNF+1hyB6EGGZLlBhqZcngdaJ37tAe5Jxl9dNa/V8qzj85qGxgt5cmn1hV9h9a+vmOOOaZMwf18V/fjt63XviavZSAk8yoYr88TksWrvSitabNULyC5Idm+vbuNPZ70C0GPQr+I3YRkep1XN6wy1rTOHE6WxNMvs/0ffyivbVglG9c+lZ15ZFVXHVHS8oIe0rnn0JJmfem9dJT0yoXTCu6FoffVGWU6YqJZ6wulQoWKXtjzPhuXkGzvh+/L5Im3iO5TokeX3pdL30uvKfNScfjwIZkz5a9GR5geGqa16dhbZj70x4KdWL5h/u8Io2HjfyIawFkdYYdkTn9eCMn8fAqScy1CsuS0JTVBICPg5x/euSGZLkWoS8nooe9GV9/42zIztd2GZDpAZvo/bs++H2kHnC7heObZTYs2qHZyvffPLbL+mUXy5qb1Rb//taNCl0hs1qpzSfvC6vfn+meeLLgvrRZUAzh9r+3ad5joDHerDhGeUAQQQACB6AoQkv27bZ55arYsmfNgXmP5HZAVexKCCsk0lFuxcJqsWDg1e3td3nH4+J/6NtAlbiEZfXTe+ug0UH5u+Rx5euHUMu+i+q6s26z0GjRGKlWukvfI+/mu7sdv1SSEZBreXzrmpkBn8PlhzTVECMl4CmInEMQoFd0rSvdEyhy6t5OO2jEfTjv9M59z28GiywXNeECn128p2i66lE7H7oOldYdexhrZXg8Nyz7Y/rY8vfBRUYtCh46i0iUMqlY70estjc/HJSTTWXcP3fGLbJ2vGPcjadWhVxkDc9ijm/z2u+xaYxaZzgYM4zjrnPNkxLf+0/K5ICQLowW4h18ChGR+SXIdBKIj4Ocf3pmQ7MtDX8jsSX+W119Za1S0Tr2GxtKINU6qlVdxtyGZftjtYKfnVz8pC2f9veC+YXpN7Zho0qK9dO55qdRv1MyXmfqHvvhcNjy7RNYseyxv1rq55YeP/w85v3336DwQlAQBBBBAwFaAkOzfRFbLEZ5at77s2rHN1tHNCYWWVAsqJDPvQ1brtDNk9HW/kNPq1ndT7KLnxi0ko4/Oex9dpp9vwYy7Zce7b5Z5PvT5GnrlD4wZk5lBVH6+q/vx8JZ3SPby88uNbVMyx9DR35d2XfoVrRqDwP1o+fK5BiFZ+bhz1wAEzJ0fegsna7/qqJ1Fs/8ha1fOM0qlS+jpCGT9rPlwG5K57WCx2iw+Uwa3nSqlrAVcLCzT++uLWpPzLvCt9eISkm1Ys1iemHqH7fNhHu2UebnWF7yp9/2uaKeZjoDLjPA+pU49Oenk2sb9ataqLTVqnmL8/6vXOFmqVT/J+P8fe9xxxqgfXdbz0Xtvk/e3v5Vtl0uGXy8duw0qM1rcry9rp9dx+vPi9Hq+PXhcKBYChGSxaCYKiYBvAvqdkbtkol44d7ZYoRvt3LFVJt11s3x+YL9xiv7hOmjEDUYYlXuUEpK5Hez0yb49xneylsl8uBngVOpeBsXCMrslmX1rSC6EAAIIIOCrACFZPmfmb+sTqlaXwaO+J5UrV5EH//Z/fTUPMyTT7Re0r0BXr9EjiH4XvW6QIVkhfPro8mXKq4/uy0MHZfn8KaKDuTJLk2dKps9bjwGj5MLelxurRkU1JNPVtiZPvNlYdSuIo1AYV0qb0b8VRAuFc01CsnCcuUsIAuaAQm/pJCTT0Ui5IYMuo3Pl9b+ynC3ltNM/t7puO1jM5XHTqZJ731J+mWc+r2HZRzu3y/InH5U3Xl1nfJEGMYIjDiGZOUQtNEJd7cwddZnOPe20mj/jbjn22GPl7MYt5bTTG0jNk2vLMcceYwRdXvZ7swpWdUSQPsMauuUefn1ZO72O058Xp9cL4dcIt4iQACFZhBqDoiAQgkDukomZ2zkJyZ5ftcD4jrX7TCkhmV7T9WyynPK4HeCUqUOpIVnm87r888vPPy2rFk8XDe50ANjo636Zt69KCE3KLRBAAAEEfBAgJMtH1L/PdfZ04+bt5KSTTyuzb7wP5FJoZSG/Z5LpAJ+ZD/4xb+uLHgNGG6GF0z4Cc5+KH/U3X8NJv5rVfemjy1cpzz467Td6/dV1xipHOtDafHTrO1x6DRpr9Fl5ObzUsdh9gw7vCMm8tHpyPktIlpy2TH1NzNOxFcTJl/lbmzcYIVlmREWn7oOl/xXftnwpcdrpb26MzBeFdpa079Jfug8YlZ0RZNVw659ZKO+/+5Z06j7ICFScviDlXsuPL6dMWLZq6UxRF6vZdV4evDiEZBpwTb//dtn6+otGVYutJ2xelnH8938XSoeU7pWme6ZlRp9pOfsMuVou6jMsbzaZX2GU0+s4/Xlxej0vzxqfjZ8AIVn82owSI1CqgHnJxMx17EIy3f/rscl/yS5pXLX6STLue7dK3XqNyhSl1JBMOxJmPPBfxh6uuofYwOHXyznN2hXc20sHO82fPtHYl7Rpy45yQpXqrlm8hmSZG2bCso8/2im9B4+V44+v4LosfAABBBBAoHwFCMmK+zv9m7PYVZxew++QrNSO/9z3oyiHZPTR5T91Ueij2/vRBzJv6l15wWz9hs1l5LU/82X/Oz/qaPWzWurPitPf3oRkTqWSfR4hWbLbNzW1M8/2yVTcLiTTEGjZvEmyasnMrNXIa38uLdp0sbRz+vJk/rB2mKxeMtMIyHTN7DA2TQ/qy8nPhyoOIZkufzB54q+Nkdh6dO8/SnoPGmPJkLsso84AHDvhN76uI17IXp9/3cD42eVzjFMaNmklPQdeKfqyk/us+RVGOb2O058Xp9fz89njWtEXICSLfhtRQgT8EjDPxM5c1y4kM//B3KhpG+OP/MonVC1TtFJDMr2Qvq/oBui612jFipX9qnbB6/gVkgVeUG6AAAIIIBC4ACFZcWKnf3MWu4rTaxCS1XD8vNNHV5YqKn10uvziU/MmybqV80W3/dA+0IbntnLctsVODKqO5RWSLZs/RVYumpat8hXjfiStOvQqamUuaxCrcvnSWFykjAAhGQ9FIgTMSxRmKmUXkpk/pxukjp1wS5ll6jLXc/ryFAXUoL6cCtUtjBFMQbtadcaZRz+N+e7NlvuymV8Cz6jfWMbccLPoqPYwjvf++brxkqPT5AsFsX6FUU6v4/Tnxen1wnDkHtERICSLTltQEgSCFjAvmZi5n11IZv6czpbq1neE5WAkLyFZ0PU3X5+QLGxx7ocAAghEV4CQrHjbOP2bs9hVzNco1BEexZDM6ZMb9p5k9NGVbZmw++iKPRs6YeDVDStF/18NcfwayF9edTSvAKVLjeug9foNmzn9EbE8L/dnXk/41k23y1mNzyt6TfPPmg6yGzLqRjm+QkVPZeHDwQsQkgVvzB1CEDAvmZi5ZSYk+2j3e6IhQqceQ/KWmjF/zi7h9+MFLAQO4xZhfzklNSTL3SNF1zwfO+FWObXOmWWa0fylHMUvQr/CKKfXcfrz4vR6Yf3scJ9oCBCSRaMdKAUCQQuYl0zMvZ+GZLrM8Zplj0nzVhdK7TPOyv6z+XO6pPXVN/624B+uhGRBtyTXRwABBBAIQoCQrLiq0785i11l04trZPr9v8+eUqgj3O+QzOnzYq5jsdWPCl0z7JCMPrqyLRF2H53T58vP88qrjtu3bTFWgNIl3PVo3vpCuXzsj6RipdJXgDh65LDMnXanvLRuuXFNDd70bw27bWjMP2td+wyTPkPH+8nMtQISICQLCJbLhidgXmou9876y6t7v5Gy6PH7jf2acjdBtfrcoBE3SIduAwsW3o8XMKuLm68bnl7pdzL/ok9iSKZ7ecyZ8ld5beNqA6rYMk76fOm+YLo/mB4XDx4n3fqNKB04gE+awyi/blEoXHb680JI5ldLJOs6hGTJak9qg0Ahgd3vvyOTJv5adMSx+bhk+PXy6b498sxTs0Vn+4++7hfZZYzNn9MZ3Fde/6uC+ykEFZKZrxuHli426CcO5aeMCCCAQJoECMmKt7bTvzmLXcXclxG1kCw3xNNBQeN/8P+kQaPmrn4M3IZkri5uOpk+Oi96pX82CmFMeYRk5udNf0b0b4LGzduVjiliBG6zJ/1ZXn9lrXEdp+/PhGSe2Mv1w4Rk5crPzf0QyJ3Grb8Mjz3uONEOCz2s/veQ0TdK64695eDnn8q8aRPljVfXyVdfHTWWxSu02XumnG5fwHQfq2eWzpIuF19u/EItdBCS+fEkeL+GeVmnfXt3y5S7bxH9ktNDlzLsPXic5VR0p8syei9l6VcgJCvdjk+GL0BIFr45d0SgPARyl0zUEZqZEaBaFvP/1uVNho//qRGE6QCWJ2f9XT77dJ9R7E7dB0v/K74txx57nGU13IZkuvzMxueWGNdr1aGn4+uWh6Hbezr9I9/tdTkfAQQQQMB/AUKy4qZu+2isrpbbsV8shCqvmWTPrZgrC2f93Sh6qd/hYYZk9NH5/3vAyRXTGpKZl/Zs2KSVjPz2z+SEKtWdsBU85/MD+2XK3bfK+9vfMs5xuqUKIZkn9nL9MCFZufJzcz8EXt2wSmY++AfjUmc3aWl0Ymx9/UXjf59e/xxpen4nY6NFDcL00HVgdT1Y7fDQdXd1mbwtLz9nLMfY77JrjQ6ZQoebFzAdzaBL9S1f8IhUq1FT+l9+rZzfrrtlwJKEkKyUtjSPMhkw7DvSuceQUi5lBKNPPHqHvPLCiuznnawXXOxm2i4P3/nL7LNTaD8y7UhbNm+SrFoy07jcyafUNfa201HvmSOogCpzfbv99/S8oMrATLKSHlk+ZCNASMYjgkDyBb44eECm/+N22fbmy8bApvZd+su6VfOzFdcZ2du3bRb9Ps4c5zRrI5eN+aERlOn37+4P3pG1K+ZJizZdio4YdRuS7dm9Qx659zZjJYIWbS6SS4Z9x3KWGjPJkv+cUkMEEECgPAUIyYrru+mjKXQlp1ss+B2SaZ/R++++JRueXVLwPca897mTv/ut6hlmSEYfXfn8xkhrSJb7vKm83QphTlvnw53bjSUcdfKDHroE/KVjbpKKFYsv4bjjnTeMfsTMwL8otIvTOqf9PEKytD8BMa//0aNHZP70icb+W3roOq+6/E4mKNEXCF2aZ/0zC2XFwqnZ2p5QpZroOs4Nz23lSsDNC5iGbjoL6YuDnxn30Hteef2vLafFpzUkyx0RpUbmmVxuGieIkCz3ZfnEmqcYG3+eVrd+mWLldvLpPzZt2UmuGPfjvMA1qIAqUxgnL8t+LWvo9DpOf16cXs/N88C58RcgJIt/G1IDBOwEcvcP0NGZnXoMltmT/pL9mL4X6Pfb1Pt+Z4RVmUP3/Rw0YoKrfQbchGT6fqkjtvX9MXO07dxXBo34bplNtwnJ7FqZf0cAAQQQ8CJASFZcz+nfnIWuYg6his3U8jMk+/LQQZn10J/kjdeeN4pWaNWaYnufh9mP5KS/QetBH52Xn3Zvn/U7jCmPd1ynz1lGyrxHsd3y626EzatF2a1akbm2+efS73ZxUwfOdSdASObOi7MjJpC7H4XO2hl17c9l9dJZeSGZzv6pUKmyPL3gEWNPi8xh3tvCSdWcvoDptNyZD/7RGBmdOXL3Q3NyL6/nlMdawG7LnPuSqZ+NUkhm9UKg4dfgkRPKjCQ3bxJqNSOOkKxw+xKSuf3JScf5hGTpaGdqmV4B8/4BvQePlQYNW8gDf/1ZFiXzXqAjMjU8yw3K3L5XuQnJdIPuJx79W3YmeSnvjF5a1vy96LbDwMu9+SwCCCCAQLQECMmKt4fTPppCVzEPeC32netnSKaz4VctmSHL5k02inbm2U2NfZSqVjsxr6jF9j6PYkhGH13h5zVKfXS6z5bOlOrQbaBUPqGqZaHjEJKZ++L6DLlaLuozrMwKXrokoy7xXumEKtKl9+WWK3yZEXIHzeu/DR39fWnXpZ/tF4TX30m2N+CEwAQIyQKj5cJBC5g7V9p27iP9LvuWLJhxb5mQrEq1GqIjDObPmCja8ZE5zm/XTYZe9QPb6bKZ8538stNyrVg4LW/mWu4eGkG7ZK4fpS/gQnU2h2Q6u0+XSyrlCGImmb40zJnyP7Lj3TezRdKZZLofSu0zzjL+m3mpRV2u8+obf2uMfM89ggiCcv2cdKD5VQan13Hy86JGTq9XynPBZ+IrQEgW37aj5Ag4EcjtRNHvTp2t/fVXX1mGZHq9bW+8LNPv/312hr4un60DoZyuCuA0JNPv/tyZa7oMZGY/W12mO4yDkCwMZe6BAAIIxEOAkKx4Ozn9m7PQVcwDY7QTXJdr0+9/8+FnSKbXzt3eQe+nIVnj5u3ybmuezTL++7/LvvtELSSjj674sxqVPrrc2ZO64lWHrgONsEyXMs89oh6SmZ83HdSm257o9ieZQ5c8fHLWvfLK+hXG4Derc6xazVz3YnsVmj/v9XdSPL6ZkllKQrJktmsqavXxnp0yeeItxqjizAvFWeecl7cvlTk40NEDMx/6g/EyontaDL3yJtFl9Jwedr/sNDB5ad0ymTv1zuzoY/3SGX3dL0WDMj8OXQ939dKZxuiHmrVqF7xkVL6ACxXQ71DL7+tlyq3PzLzpE0VH2mQO3WNOR5E0Oe8C+ezTffLovbdlN/Ns1LSNjLz2Z2VG4wQRBBGS+fETxTWiKkBIFtWWoVwIeBcwj55u3vpCuXzsj+SD7W8XDMly37GOOfZYY2Z36469HY0E1RI7Ccly3xMztWzT6WKjs6xCxUqeK56pgy5F1O7CvsY+ulYHIZlnai6AAAIIJEaAkKx4Uxbqo/n666/l7c0b5LgKFeSU086QChUqGbNIMuHXkSOH5dUXVsjixx/IDsDRfxs2/ifGXqRWh98hmXkW24W9LpW+l16TfT8wD8g9tc6ZMuaGW4r2AxXSCmNPMvro4tFH9/lnnxh9WLpFTOawCoejHpLlPm9aj+79R0nPS0bnvV+b/+bQ8wrNNsv92fl0/16Zcs+tsmvHNuM/16nX0BicV+OkWrbfLeZg28uKWbY34wRfBQjJfOXkYmEJmH/RNWvZSS4b+0PjheeJR++wnEmWKZuOEH5+9QLpNXCMVKla3dcim0c5+z36WDeRf2zSX4yZTfUbNpcrrv5xwRckpyGZdtToUpQa4p3TrJ3jziavcOa1tYvt+eXkXkGFZHpvXS/8yVl/lxfXPpUtirbtgCuuE+2omzftrux/L7RJKCEZyy06eY45598ChGQ8DQgkV8DciaL7x+rAE7vBSDpi9Jmls439Qc89v6Ov7yxWKw74uRKAlv25p5+Qp+ZOMhpW3yHaX9TfMihzE5LpUpSvbVxtLC1TrfpJyX1oqBkCCCCQUgFCsuINX+zdwbwHut0jZKw0dOUPCu556ndIZu7X0pk84yb8JrtqjTnMaNm+hwy98vslDdwJOiSjjy4+fXT67vjwnb8UnWWVOaxWdXIywMzuZ8ru39288+ZeS5+3davmy5Mz7zX+c7G9BM3Pft16jYxZm8UmTOTO8tTru/nZc9oXa2fDv4cvQEgWvjl39EHAPGJg+DU/FX2hCeOXeKHim5fn0fPc7pdRjMZqP44GjVrI8Gv+Q2qcVHY2nNNfzDrKQZcV0qnHGjb2v/zbUvOUOj60UvFLeBmZYXXlIEMyvZ+ONFu5cKqsWfZ4dpaguRzFpm4TkhGSBf5DlbAbEJIlrEGpDgL/K2DuRGnYpJWM/PbP5IQq1W1DsqAQrZbK9nMfMn2HMO+Nq4NtBo28Qdp27lsm7HPaYaADjh6f/N+y5ZW1orPcdWTs+e27y/HHVwiKiusigAACCIQsQEhWHLxYSKaDmB+64xeOWszJSkN+h2RasNzlp/V/586GeWvzBmPGj/bV6OFlRkrQIRl9dP96zOLQR2cOjwv1Y4XRv+r0ndf8Q6yrP+Su6GSehZl7vnlZRv23QoPb9d/MMzj1vw0Y9h3p3GOIo98l5r5YnYGmgwE5oi9ASBb9NqKEJgH9Bff0k1Nl5aJpxr/oy4yGZNq5EsYvcasG+WjXdpl+/+3GxpeZo3XHXjJoxISCo5CcNqz+gtYg64mpdxhL+2UO3YtjyKgbpVWHnpYjqZ2EZJ8f2C8zH/yjbHvz5bzr9ug/Sjr1HOJ4rzandck9zzx6pWnLTnLFuB+L7ktSyhF0SKZl0mfvhWcWycLZ91kGZcW+mKMYkpXibPWZQqNq7GYEZK4VhI1fdeM65SdASFZ+9twZgSAFcjtpzMsaOf3e8LN8+t2uG3OvXDQ9b6lsHVHrdL+zYuU5+PkBWfTYfXl74mbeXy8b88My+z/ovzntMDDvo6Kf1c4ZHfB0ev1zfJ1p56c510IAAQQQcC5ASFbcqti7w8cf7ZS50+6U7du2yNEjh8tcSLfGOKNBE+nYbZA0atbGdpBJECGZruwzf/pE0f4bPXQ2mXaq6x7oS+Y8KM8un2P8d6d7KRXSCjIko4/uX+px6KOz6jcr1J8TRv+q03de83P9/KoFMn/G3dmfmdwZmFY/A+Yw+oz6jY3ZZOZ92PSz5hmcVaufJOO+d6voDDQnh7kv9ls33e7b9jtO7s85pQsQkpVuxyfLSUDXzZ1y9y3GutHmzpUwfombq62/bHWfs9yATGe1DRxxg+flHAuFMvoyd9mY/1N0qSEnIZku+6OBj9WhSxnpUgO6r1sQG9Wby9ep+2Dpf8W3C+7PYfe4hRGSaRky+4noPmW5L9q6V8m4790mDRo1tyxqEEGQ1z3J7Eyd/jshmVMpznMjQEjmRotzEYiHgHYELZz1d1n/zEKjwLkDnfR/hx2SaXlWL5lphGSZUdpO3rGcau/bu1tmP/xn2b5tc95H7N4TnXQY6B61j9z7m+xeCbk30PdjHbjTfcCoQAc8OXXgPAQQQACB0gUIyYrbhfnuEERIprUzzxjTAdftLuwvMx64XXTGjB5tO/eRQSMnGEGe+T2h9KertE+aO/3poxNx8v4YhT46c1iqT0ChGYph9K86eec1P6X6DqyzyHbu2Gr8k9VeZObPmP8G0X/PrEhmPtf885jZO7lipcqOfmByf0/oBwjJHLFF4iRCskg0A4VwKqD7RTzx6N/k1Q2rjI+Y14wO45d4blnf3brJ6PzY//GH2f+sM6KGjr5RdLSBl0P3wXpq3iRZt3J+3mV0rV3di0xHChc7nHwB6xfFqy+slKVzH86bpZa5rnaytO/S3+hk8XOfC/NoKb2f1RrIbvzCCsm0TPqiqjMHzZ1eOrrrinE/MoJF80FIxnKLbp5nzhUhJOMpQCB5Am9v2SjT7/+9sQeCzhzX7/5zmrXNVjTMji59p9T3rLUr5mbvrx0c2gF1XtuungYI6YCad9/eJI9N/kveO6LeqFOPIXLx4HFFVxpw2mGwb88uWfTYP4zlFq2Ok0+tKwOHXx/qnrPJe2qpEQIIIFC+AoRkxf39fnf44uABWfz4g9L0/A7SqFlbqVChYrYAQYVk+k6i7wybX3rWuJf2w+gWGLonfeZ/66yXxs3bGf87SiEZfXT/2g8rLn102pc688E/ZJ/pYnt5hdG/6vSdN1Ng8xLpxcpv/s2hM0onT/x1di+23CXfM+da9VUWW5rR6rcTIVn5fmd6uTshmRc9Phu6QO7eC9qRMeaGW+TMs5tmyxHGL3G9mXZ+aLi0YOY9xoy2zGE3Mtgp2N6PPpB5U+/KWwZRP6uzu4aPCJsliwAAIABJREFU/2l2I9di13MSkmU+/9mB/cZeGZmR3ebr6hePdhrpS5kfs8rMU53dfLEVqnNYIZnVviW5ZdI9QTQoa3hu6zyrKIZkbjYfza2j07o4/YPF6fWc/vxwXjIECMmS0Y7UAoFcgdx9UC+4aICxvn/u/llOvze8qupgF50R/npOuORkBLCT++of1/oOpuFV7oxz7fDq1m+EdO073HY5JzcdBvpOqiNedamm3EFbuWVV654Dr/J1wJMTC85BAAEEEPAuQEhW3NDvd4fcmTa6fJ4OGu49aKyrbSHMZeraZ5j0GTq+aEX0M1Pv+21e/1LmA7p3/GVjfyiVT6hq/KcohWT00cWnj05XTdAlCjesWZx9FovNkgqjf9XtO+9L65bJ3Kl3ZleA0P14L+ozzFE/pVUYnRs+K4q5r7KUZU5zQ7ITa54iYyf8xujL5Yi+ACFZ9NuIEpoEdPNVfXno1ndEmV+GYfwS1xley+dPkedXP5m3L5WTkcF2jakdHa+/uk7mTburzMwuHeUw9KofSM1ate0uY/y7m5BMz9d7v71lgyyYea/o2t1Wh07773vptzx1spjXq9b75C4d4KhyFieFFZLljoLXYmT2UNNR8ZnDaiR6EEGQ1+UWCclKfdr4XBgChGRhKHMPBMIVyHxX73p/m7EPwMmn1M0rgN8dXebaGTO8tm6SOY/8Ne9dx+kIYDstHXS0ZM4DZfYf0062AVdcJ+0u7OtoWWk3HQaZMum9Vy6cJi+sWWS5b6oO4hk86nvS9PyOjjoS7OrKvyOAAAIIhCNASFbc2e93B13CbdJdN4vu365HKX8zlxKSaT+J9jOtWjIzr8LmLUZKfeqC3JOMPrp49NHpMuC6dY0+C5mj2CypMPpXnb7z6iA0Xf1h2bzJ2fdc3SNM/57Q8Piro0fkm2++lo/37JLDhw/JF58fMLbE0f++49035ciXh2T/vo/K9LPm/nzrz2DuPoBqpMuX9730Gkfv73q+DpDTfRB132A9/JgQUOrPPJ9zL0BI5t6MT5SzgP5yfPn55XJ+u+5llqoJ8pe4dqzseOcNY7nH3P3H3HZ8FOIrFL7p+aXMUHMbkmXKpV8ozy6bIysXTSvYydL/8msN/1JmleWuV6331Jc+8+iNUh6xMEIybfep9/1O9n74vlHEzAvriTVPldmT/pL975l/0w6x9hf1N75Q0xiSOW3HIGyc3pvzoitASBbdtqFkCHgReH/7W3L40BdydpOWZS7jd0dX7g30/UZDpGeXz8l7v3E7CMmq7oXCNz23lBlqTjsMzGXRcnyw/W1ZMONuo0PA6mjR5iK5ZNh3LDcq99KufBYBBBBAIBgBQrLirn6/O2jg89Adv8je1MksMHMJSwnJ9Bo60133u9fPZw7dxmP4+P8w3ptK6X/JXCfIkIw+Omc/++XdR2dealGfrXHfu1U0bLI6guxfzdzP6Tvvx3t2yuSJt+T1uTlTL36WDnrXmV71GzaTne9tlSn33JrdB7D6iSfLmO/eLHXPtPZxYkZI5kcrhXcNQrLwrLlTCAJB/RIvNDpX93rQTS51f7BSX1iKdWhoCNOl92XSfcDovLWwnVCW+gWs186USZcK0hHXVkcps8qsXvrMSwc4qZuTLyM9x88NMq3K3mPAaOkxYJQRgn20a7uxT1lugKrt173/SGN5pUMHPze+cDVo1aOUEWnmekd9JpnTtiQkcyqVrvMIydLV3tQWARXwu6Mr805jNVNev6M7dL1Eeg0aI5UqVym5AYoNLtKlVS4b80M5o0FjV9d32mFQ6KJaprVPz5UVi6blLfmYOZ9ZZa6ag5MRQACBchUgJCvO7/e7gy5F98TUO7I31f4eXfnGzVFqSKZh08JZfy+zDYa+s+iMFl2yObPkopvy6LlBhmTFykIf3b91yrOPzmqvraYtO8kV435ccCnRoNou93lx+s5rNcvL7c9AofP1Z0v/Hlj82P15P3udewyRfpdf63gWmV5f38HnTPmrvLZxtXG7OvUaGkFbjZNq+VVcrhOgACFZgLhcOnwBv3+J6y+49asXypplj5WZluvX/g46K+mRe2/LbsqaUfM6Q83LF3CmDEeOHJbnls8p2MmiQdmQUTeKltXuOPj5AWNks45eyRxW+8rZXafQvwc5k0zXLp4/Y2Le8kla90EjJuTNZtSNdR+b9Je80dvaQTb6ul/ICVWqE5IVaDxCslKf+mR/jpAs2e1L7RCwEvCzo0sH/OzasU2WLZgiuhda7uHXXqt6j1VLZhhLv5gPLzPUnHYY2D1FOqts4ez7LAc86cjZq66/Wc5qfJ7dZfh3BBBAAIFyFCAkK47v57uDdsQvmv0PWbtynnFTDafG/+D/SYNGzV09AaWGZJtefEZmPfQnyxV9tAA6yEU79Ft36GX8/90cSQnJ6KMrrY/O3P767OjewBoEOe1jq3fWuUbgU6VaDTePXtFz3bzzbt+2RSZP/LXkbnVidXHdoqb6ibWMQWpVq50odc44W06oWl1OPqWOHF+hkuzfu1smTfy1MWNM+yR1TzNdAn7WQ3/M/uyVMotMy/Lp/r1Gv5/+DaJHEGa+4XOhMgKEZDwUiRLwKyTTzUc1zFm1eLp8sm9PnpHOHhs4/Ho5p1m7kmePmdFzN7LPvPxcMe5H0vDc1iXfw4+QLFNOnR2l+6TlzirTDib9gjzt9Aa2z5Cu5/3E1Dvl9VfWZs/VF84ho2+U1h17l1zH3BsHFZJZBWTaoTR8/E8tlyrSdZ5nP/xn2b5ts9Rr0EQuH/cjOaV2PZZbLPKUmF8k/JhlZ/tQckLkBQjJIt9EFBAB3wX86OjS4Gr3B+/IioXT5I1X1+V1NOm7R/su/aX7gFGe9lfNrXjuhvWZ/96m08XGkoalzlBz02Fg1wg6cnjdyvmybP7kvFll3foON0bN6mx4DgQQQACB6AoQkhVvGz/eHTJ30O90XR1m6+svGv/p1DpnypgbbnG8L3zmOqUs2Wje2qFYrfV9pn6j5qIDt3WZOA0E7FY2intIRh9d/hPhto/u+VULZP6Mu7MX0cFSV9/4WyPEKXT41b9a7Fl2886rfXOPT/kfY4JBrdNOl9PqNhAdlF6tek3jf1esdELBWXG5ZdDr6B7C9Rs2l2atL5QDn+yVR++9LW9VqD5DrjbCM7ufq9zr6t8gL65dKnMe+Vv2P9O3Fd3vVquSEZLFq70orY2Al1/i+gtNRxTohuf6f18c/Czvbjpbqkf/UdKp5xCpWLGyr22hI5Z0au9zK+YawcqlY/6P8cu+1EOv9+Ssv4t+EWaOUpYJyL2/uZPlkuHXS8dug2y/NPTLe86U/ymzN0buUoWl1jP3c0GEZPrlqY4bn1uSvVWt084wZoYVax8NVjVg7dZvpJxY8xTjs+Yvfz/qnHsNJyNU/Jqx5dd1MuV/a/MG46Xkq6+OGv+JFwm/n454Xo+QLJ7tRqkR8CLgpaNLZ79v3bJR1ix73HLmlC6N3f/yb8vp9c+xfXdxW4fMHgb6/dh78Fjp1GOIHH98BbeXyZ7//rtvGaNQdZCRHk6+4+1ultuZktnoPPOOYvdZ/h0BBBBAoPwECMmK25vfHTp0G2gMVCllEIh58LLdcnRWJbOaZW63r1mhrR2at+osc6feWXCf0cz9dTZM7dPPkjPPbmrsn6SzZnRZxpon1/btwf3mm6/l4z27jOXkMkeVKtWN5eSKBQn00f1Lqzz76HTm1exJf84btN6oaRsZee3Pii7fadXH5tsDVeBCfrzzuimj20Hxha79xcED8uqG1bJs3qS8vuSLB48ztl/hiIcAIVk82olSOhQo5Qv4s0/3yRuvPW+sPavL0pgPDccu6NLfGEWgU26DOnQjyvWrn5SufUdIlarVS76NdhJteHaxEbplQge9mM5Ma9WhV8nXzXxQjV5c+5T0GnSVsYRgoUNDtVfWr5DFj9+f9yWho570S0LX0/bSgWS+r98hmdXykBqQqWOx0TaFPJISkunL3WsbVhsjeDLPV6fug6X/Fd92/YeIXuu9f74h86bdmTdqp9TreX64uUCkBAjJItUcFAaBUATchmT6PaKB0sa1S2Xzi2vKDHDSQmunkY4GPad5W9ffU04rrR1iujTTybXqSJPzLig5hNPr6DLcOgJVZ6RnDh3petV3f1X0vctJWfUdce3TTxijbZu37uLkI5yDAAIIIFDOAoRkxRtg546tMumum7MDS7S/QfcRatupT97WCIWuot+9OpPk5eeflmeemu2pg1s73F/buEoWP/5A3nWKLWtn1Ul/frtuMvTKHxjlt9tntDwfz0EjbhANJYsd9NGJlHcfndUyhTqoq1vfEa4CzjCetTBDMv07QleeWLFwarZqGjiPvPbn0vDcVnnV1b4vnYmnexY6PbT/eNyE30jtM85y+hHOK2cBQrJybgBu76+Aky9g/eW2Z9cOeWPTetn80hrLYExLpb8cO3QdaHzpBxmOlSKw6cU1Mv3+3zv+qJOp1I4v5uDEfXt2yaLH/iFbcpZX1I953WfNzcuXnvutm24vaa+N3CUTM/f0EpDpNeIWkumsRt002Mkx/Jqfir7IWx3mpRSdXM/rrEcn9+Cc6AsQkkW/jSghAn4L2IVk2pF18PNPZfvWzbL5pWflzU3rLYMxLZfOHOvef6TxR24po8n9rlvmeualnJzcp12XfqIdUdrxx4EAAgggkC4BQrLi7a0zOKb/43bZ9ubLvj4Y5g7uo0cOy9xpd+btU+7khvrdrcvaWe0BarVyjQ6MueLqH5dZ4lFnm+lKQc+vXlDw3cdJefw6R7ffGDvhVmNJymIHfXTWOmH10WkQtGTOg/Ls8jnZgui9x074jbFUp5u28+vZKXadsEIy/ZvipXXLjJmauZMLeg28yhjUb/W3g5s+Mq2j36tnheGf9nsQkqX9CUhY/Yt9ARujfFfMNb4gcn8Jmgm0U6VL78ukUbO2UqFCxUgK7XjnDXn4zl/abliZKXxYy9dpEKQvbauWzMzb90LLocsT6mgo/dJzs66v0wbwayaZvvzOn3FP3hKLWnbdg8zLCBC/lyhUl6VPPCSrl84yiJy8TLgpg3kd9ULt0LpjLxk0YkLBUXo68m3OlL/KaxtXO2pKloByxJSKkwjJUtHMVBKBPIFiIZkuia37hLy//a2CajrASfcc0/87qVbtQN43vDaZ25Go2pEx+rpflhnR6rUcfB4BBBBAIB4ChGT27WTej93+E/ZnWHWWu+0k17s0a9lJLhv7wzLL2hVaucZuawedlfTPN16WF55dLG9v2Vim38W+Zv6c0bZzHxk0coLt6kD00Vl7h9VHpytWTZ54i7FSQebQZTmvvP5XUrXaiUUfhqQut5jZO2zetIl5fcN2fVtO+8gUtW3nvsayrzoblCM+AoRk8WkrSupAwG6UitVUdr2s7k/RukMvadHmIqlWo2YkO1Vyq+9mdo4GPLrW8Kl1St/jzAG98XK2cPZ9xrKVuYeOnNLOqp4Dr/K0jKRdGfwKyfQ+uWuCFxrJZVce87+7CaicXjvIkMy8sa+5TBoYtul4sbS/qH/RPfr0BUSD6TXLHrOtlv7sDbv6J3QE2kql4wRCsnS0M7VEIFfAbiaZ/nGqM+lz943VYEz3DGndsbcxIjYOs62cdrJpXXQ2XKERrTw9CCCAAALJFyAks29j7ed5at4kY1C016PY9hBuOsm1HMX6Yl55YYU8PvnfWxjoyjWjrv25q4G5OkvowCf75KNd240VkvZ8uMNYNUmDtD27dxQdHO7VSZeka9HGfulm+ujKSofVR6d31v4YfTZWLZ4ub256wXgmuvUdLr0Hj7Pt97RrO6/PkH7e3E/mZPC31/t+un+PPDb5v0V/njOHzvTUgfHFVhH7+KOdxpKLu97/p+i2PeZD/yY5q/H50rHbIDm7SUtbX6/14PP+CxCS+W/KFctRwMkv8U/27ZHZk/4kOj28WcvOxrT3YntrlWN1Ct7aauPN3JP1xU6Dv5YX9JA2nS4uGmL4WT99GXt6wSPGWt56nHxqXRk4/Ho5p1m7wL8g/AzJtOy6wf2GNYuk+4DRvoR7cQvJtLyPP/I/clrdBtKwSUvj/61SrUZJnY+6bvMTU+8o+KidUrue6KbEmZH/fj6TXCu+AoRk8W07So5AqQJ2IZn+oa8z1nXP03PP7yjnnneBscxPlJZTdFL3N19bL1PuubXgqTpopEmL9sYf2XXqNQz8HcpJmTkHAQQQQKB8BAjJnLnrO4Lu57lu5Xx55+3XLDuxC11J+0/0b1J9r2h3Yb+Cs9G1j2DyxF+L9ikVO3RAaasLehr7ounf0FaH7uGu2xvoION6DZrI5eN+ZJQhaQd9dP9q0fLqo8s8T/rzoasyPPf0E9Ki7UXGsuR2h5O2s7uG3b+XR0imZcqdyakBtd0MTrt68O/JECAkS0Y7UgsEIiOgQdmqxTOMpSo79RwSWkAXGYAIFySIoC7C1aVoMRcgJIt5A1J8BBBAAAEEEEAAAc8ChGSeCSN7AV3BRldc6dL78qIzWCJbAQqWaIEkh2TacF8eOijL5k8xBmvr7D4OBAjJeAYQQAABBBBAIHIChGSRaxIKhAACCCCAAAIIIBCyACFZyODcDgEEEEAglQKEZKlsdiqNAAIIIIBAtAUIyaLdPpQOAQQQQAABBBBAIHgBQrLgjbkDAggggAAChGQ8AwgggAACCCAQOQFCssg1CQVCAAEEEEAAAQQQCFmAkCxkcG6HAAIIIJBKAUKyVDY7lUYAAQQQQCDaAoRk0W4fSocAAggggAACCCAQvAAhWfDG3AEBBBBAAAFCMp4BBBBAAAEEEIicACFZ5JqEAiGAAAIIIIAAAgiELEBIFjI4t0MAAQQQSKUAIVkqm51KI4AAAgggEG0BQrJotwASVZHYEpyfLlpCTLZ+vMBEoXUJKVnpD5IgkoySKlaRcCBAgQIBBEQEmmJAtyK1tjSgJKsilBOg2BygQWqyS784470lprr12ZTjnjKsnyZaEky2frzARKF1CSlZ6Q+SIJKMkipWkXAgQIECAQREBJpiQLcitbY0oCSrIpQToNgcoEcpZkd999Zzr3zH9K3/nGhelZO+yanvH7z69Mp5xxlWT5slCS5bN1ZgKlCyjJSk/IfJEElGSR0rQLAQIECBAIIqAkU5IFuZWtMSUBJdmUIJ2GQGUCOUqyCz//6fT1i89L");
        message = sb.toString();
        producer.send("kk.test", new KmqMessage(null, message));
        return "success";
    }
    @RequestMapping("subscribe-topic")
    public String subscribeTopic(String topic,String consumerName){
        System.out.println(kmqBroker);
        KmqConsumer consumer = kmqBroker.createConsumer(consumerName);
        consumer.subscribe(topic);
        return "success";
    }
    @RequestMapping("poll")
    public String poll(String topic,String name){
        Kmq kmq = kmqBroker.findKmq(topic);
        if (kmq == null)
            return "";
        KmqMessage kmqMessage =  kmq.poll(name, 100);
        System.out.println(kmqBroker);
        return kmqMessage == null ? "null" : kmqMessage.toString();
    }
    @RequestMapping("submit-offset")
    public String submitOffset(String topic,String name,int offset){
        Kmq kmq = kmqBroker.findKmq(topic);
        if (kmq == null)
            return "";
        kmq.submitOffset(name,offset);
        return "success";
    }
}
